logo
  • Filtre for math subject Tous les sujets
  • Filtre for math subjectMaths
  • Filtre for math subjectPhysique-Chimie
  • Filtre for math subjectCorrigés de BAC
  • Filtre for math subjectPrépa Examens
  • Filtre for math subjectRévisions Maths lycée
  • Filtre for math subject Tous les sujets
  • Filtre for math subjectMaths
  • Filtre for math subjectPhysique-Chimie
  • Filtre for math subjectCorrigés de BAC
  • Filtre for math subjectPrépa Examens
  • Filtre for math subjectRévisions Maths lycée
winAvatar
Soit A,B d’affixesrespectives :zA=1+i,zB=2+3i. Deˊterminer l’affixe de Imilieu de [AB].\normalsize\text{Soit }A,B\text{ d'affixes}\\\text{respectives :}\\ z_A=-1+i,z_B=2+3i.\\ \ \\\text{Déterminer l'affixe de }I\\\text{milieu de }[AB].
zI=1+2iz_I=1+2i
zI=0.5+2iz_I=0.5+2i
zI=2+iz_I=2+i
zI=1.5+iz_I=1.5+i
winAvatar
Module et argument dez=2i ?\large\text{Module et argument de}\\ z=-2i\text{ ?}
r=2,θπ2[2π]\large r = -2,\theta\equiv\frac{\pi}{2}[2\pi]
r=2,θπ2[2π]\large r = -2,\theta\equiv-\frac{\pi}{2}[2\pi]
r=2,θπ2[2π]\large r = 2,\theta\equiv-\frac{\pi}{2}[2\pi]
r=2,θπ2[2π]\large r=2,\theta\equiv\frac{\pi}{2}[2\pi]
winAvatar
Soit z le nombre complexe demodule 3 et d’argument -π3. Quel est sa formealgeˊbrique ?\normalsize\text{Soit }z\text{ le nombre complexe de}\\\text{module 3 et d'argument }\text{-}\frac{\pi}{3}.\\ \ \\\text{Quel est sa forme}\\\text{algébrique ?}
z=33i32\Large z=\frac{3-3\text{i}\sqrt{3}}{2}
z=33i3\large z=3-3\text{i}\sqrt{3}
z=3+i32\Large z=\frac{3+\text{i}\sqrt{3}}{2}
z=333i\large z=3\sqrt{3}-3\text{i}
winAvatar
Soit z1=3i et z2=1+i. Deˊterminer unargument de z1z2.\large\text{Soit }z_1=\sqrt{3}-\text{i}\text{ et }\\z_2=1+i.\\ \ \\\text{Déterminer un}\\\text{argument de }z_1z_2.
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
Soit z=33+3i2. Deˊterminer unargument de z2022.\large\text{Soit }z=-\frac{3\sqrt{3}+3i}{2}.\\ \ \\\text{Déterminer un}\\\text{argument de }z^{2022}.
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
Soit A et B d’affixerespectivezA=eiπ3 et zB=32i1+i. Que dire de (AB) ?\large\text{Soit }A\text{ et }B\text{ d'affixe}\\\text{respective}\\z_A=e^{\text{i}\frac{\pi}{3}}\text{ et }z_B=\frac{3-2\text{i}}{1+\text{i}}.\\ \ \\\text{Que dire de }(AB)\text{ ?}
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
On pose z=33+3i2. Deˊterminer la forme algeˊbrique de z2023\large\text{On pose }z=\large\frac{-3\sqrt{3}+3\text{i}}{2}.\\ \ \\\large\text{Déterminer la forme }\\\text{algébrique de }z^{2023}.
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
On pose z=1+i32. Que dire de z2022 ?\large\text{On pose }z=\frac{-1+\text{i}\sqrt{3}}{2}.\\ \ \\\text{Que dire de }z^{2022}\text{ ?}
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
Soit A,B,C et D d’affixerespective zA=33i,zB=2i,zC=26i etzD=6+2i. Laquelle des reˊponsesproposeˊes est fausse ?\text{Soit }A,B,C\text{ et }D\text{ d'affixe}\\\text{respective }z_A=3-3i,\\z_B=2i,z_C=-2-6i\text{ et}\\z_D=6+2i.\\ \ \\\text{Laquelle des réponses}\\\text{proposées est fausse ?}
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
Soit A,B,C et D d’affixerespective zA=3+i,zB=94i,zC=66i et zD=6+4i. Quelle est la proprieˊteˊ la plusforte que veˊrifie ABCD ?\text{Soit }A,B,C\text{ et }D\text{ d'affixe}\\\text{respective }z_A=3+i,\\z_B=9-4i,z_C=6-6i\text{ et }\\z_D=-6+4i.\\ \ \\\text{Quelle est la propriété la plus}\\\text{forte que vérifie }ABCD\text{ ?}
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
Que représente l'argument dans un nombre complexe?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
Dans quel repère travaille-t-on pour étudier les nombres complexes?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
Comment écrit-on l'argument de B-A?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
Quel est l'ensemble des points M défini par l'équation sur l'argument donnée dans la vidéo?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
Que représente l'expression z2+iz-2+i dans la vidéo?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
Pour quelle valeur de Z l'argument n'existe-t-il pas?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
Quelle est la mesure de l'angle UAM dans l'équation de la vidéo?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
Que signifie le module d'un nombre complexe z ?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
Comment obtenons-nous une droite en supprimant le coefficient dans l'équation donnée ?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
Pourquoi avons-nous exclu le point 0 lors de la définition du problème à l'origine ?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
Quelle est l'équation du cercle défini par cette question ?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
Quels sont le centre et le rayon du cercle obtenu ?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
Quelle est la formule permettant de calculer la longueur entre deux points dans le plan complexe?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
Comment peut-on prouver qu'un triangle est isocèle?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
Comment peut-on prouver qu'un triangle est rectangle?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
Que représente ZBZAZB - ZA dans le contexte de ce problème?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
Comment peut-on calculer le module d'un nombre complexe?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
Combien de solutions a un problème de géométrie basé sur des nombres complexes?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
Quelle est la valeur de i2i^2 dans le plan complexe?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
Comment peut-on définir un triangle isocèle rectangle dans le plan complexe?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
Quelle formule du théorème de Pythagore utilise-t-on pour ce cas?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
Quelle est la somme de 11 et i2i^2 dans le plan complexe?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
Quelle est la longueur de l'hypothénuse du triangle dans le plan complexe (d'après l'erreur)?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
Quelle devrait être la bonne longueur de l'hypothénuse du triangle dans le plan complexe?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
Où se situe l'erreur dans le calcul?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
Pour l'équation f(z)=1iz(1+iz)f(z) = 1 -iz(1 + iz), à quelle transformation géométrique cette fonction correspond-elle ?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
Le point M est transformé en M' par une certaine transformation. Si le point M a une affixe zz et le point M' a une affiche zz', quel est le lien entre zz et zz'
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
Pour la transformation g(z)=z2ig(z) = z - 2i, à quelle transformation cela correspond-t-il?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
Pour la transformation h(z)=eiπ/3zh(z) = -e^{i\pi/3}z, quel est l'angle de sa rotation?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
Pour f(z)=1iz(1+iz)f(z) = 1 - iz(1 + iz), qu'est-ce que représente le 2 dans la transformation f(z)=2zf(z) = 2z?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
Quelles sont les trois transformations que l'on doit connaitre en lien à la représentation algébrique d'une transformation?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
Pour g(z)=z2ig(z) = z - 2i, qu'est-ce que -2i représente?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
Si on a une transformation f(z)=azf(z) = az, quel est le type de cette transformation?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
Quelle est l'affixe du vecteur AB par rapport aux points A et B dont les affixes sont ZA et ZB?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
Si les affixes des vecteurs AB et DC sont égales, quelles propriétés ces deux vecteurs partagent-ils?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
Que signifie le fait que le centre d'un parallélogramme est le milieu des diagonales ?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
Quelle est l'affixe du milieu M de deux points A et B dont les affixes sont ZA et ZB?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
Si les vecteurs DE et DC sont collinéaires, quelle est la relation entre les points D, C et E?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
Les points D, C et E sont alignés si et seulement si les vecteurs...
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
Que représente l'affixe d'un point en mathématiques?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
Quelle est l'affixe du point A avec l'abscisse 1 et l'ordonnée 2?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
Un point a pour affixe 33. Sur quel axe se situe-t-il?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
Quelle est l'affixe du point dont les coordonnées sont (3,1)(-3, -1)?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
Que représente l'affixe de vecteur mnmn?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
Quelle est l'affixe du vecteur AB si A a pour affixe 1+2i1+2i et B a pour affixe 33?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
Quelle est l'affixe de CDCD si C a pour affixe i-i et D a pour affixe 3i-3-i?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
Quelle est l'affixe de AB+CDAB+CD si ABAB a pour affixe 22i2-2i et CDCD a pour affixe 3-3?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
Quelle est l'affixe de 3AB3AB si ABAB a pour affixe 22i2-2i?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
Qu'est-ce que l'axe des imaginaires en mathématiques?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
What is the basic geometric representation of complex numbers?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
What type of vector starts from the origin?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
In context of complex numbers, how would you interpret z1 minus z2, where z1 and z2 are complex numbers?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
What is the free vector in terms of complex numbers?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
How would you graphically represent the sum of two complex numbers?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
In context of complex numbers, z1 minus z2 equals to?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
Where would negative z2 be on your diagram, if z2 is a complex number?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
What is the geometric representation of z1 plus negative z2, where z1 and z2 are complex numbers?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
What is the result of processing the terms 3i+i23i + i^2?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
What is the result of processing the terms i+3i2-i + 3i^2?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
What is the result of processing the terms 3ii2-3i - i^2?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
What happens when you multiply a complex number by ii?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
What is the result of processing the term i2i^2?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
Which direction does multiplication by ii rotate a complex number in the complex plane?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
When modelling complex numbers in the complex plane, where do we start from?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
In our anti-clockwise rotation, what is the relation between Z3Z_3 and Z1Z_1?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
Is it possible to use ii as the common ratio in a geometric progression (GP)?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
Which direction do we count in when measuring angles with compass bearings?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
Which fractional value in terms of i is on the boundary?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
Which of the following points is on the inside of the boundary?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
Which of the following points is on the outside of the boundary?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
Which of the following represents a boundary?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
Which of the following equations represents a difference of squares?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
Which quadrant is both x and y positive?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
Which of the following equations gives you the distance from the origin?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
How do you get the absolute value of a square of a value?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
What happens when you combine a complex number with its conjugate?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
What is z - z in the context of complex numbers?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
What is the modulus of a complex number with argument π\pi on 3?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
Which complex number has the greatest modulus?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
What is the argument of a complex number on the real axis?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
Why is the argument of 0 undefined?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
What would be the argument of a complex number that lies on the imaginary axis?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
Where would you find complex numbers such that their argument is between π/4-\pi/4 and π/3\pi/3?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
How many degrees are equivalent to π/3\pi/3 radians?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
What is the angle of an argument that falls on the positive real axis?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
How many degrees corresponds to π/4\pi/4 radians?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
What is the measure of argument of a complex number in the positive imaginary axis?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
What does z=2|z|=2 represent in the complex plane?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
What does Re(z)>2Re(z) > 2 represent in the complex plane?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
What does Im(z)<1Im(z) < 1 represent in the complex plane?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
What is the modulus of a complex number z=x+iy?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
What is the conjugate of a complex number z=x+iy?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
In the Argand diagram, what does the y axis represent?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
In which quadrant of the complex plane does the inequality Re(z)>1Re(z) > 1 and Im(z)<0Im(z) < 0 lie?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
In the Argand diagram, what does z=0|z| = 0 represent?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
Which complex number is exactly one unit away from the origin?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
What is the modulus of complex number z?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
With respect to complex numbers, what does shifting the frame of reference imply?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
What is the locus of points that are equidistant from a single point called?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
The locus of all points that are equidistant from the origin and lies at distance 1 on the complex plane constitutes ___________
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
Which point lies on the locus of points that are at a distance 1 from the point 1 on the complex plane?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
What is the modulus of (1+i)-1 in the complex plane?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
What is the geometrical representation of modulus of a complex number?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
One radians is approximately equal to:
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
Radians are:
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
One radian of rotation equals to one:
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
Full revolution is equivalent to how many radians:
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
The symbol for radians is:
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
The formula for circumference of a circle in radians is:
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
Is one Meter equal to hundred:
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
If all circles are similar to each other, then:
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
Pi is approximately equal to:
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
Who tends to use Degrees more than Radians?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
What can the absolute value of a real number also be understood as?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
How would you interpret 52|5-2|?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
Which quadrant does the vector go when added z1-z_1 to zz?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
What is the modulus of zz1z-z_1?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
How to interpret zz1=2|z-z_1| = 2 geometrically?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
What does z(1+i)=2|z-(1+i)| = 2 represent?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
What often is the geometric interpretation of the modulus of difference between two complex numbers?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
What kind of number do you get when you add or subtract two complex numbers?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
What is the argument of a complex number on the imaginary axis, considering principal argument?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
What kind of a parallelogram has diagonals at right angles?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
What is the relationship between arguments when dividing two complex numbers?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
What is the relationship between the arguments of z1z2z_1 - z_2 and z1+z2z_1 + z_2 according to the given conditions?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
If the argument of kiki is π/2\pi/2 radians, which line is kk on?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
If the argument of a complex number is an angle α\alpha, then where does the complex number lie?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
What attribute of a complex number does the modulus measure?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
If the modulus of z1z1 is equal to the modulus of z2z2, what does it imply about OAOA and OBOB in the rhombus OACBOACB?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
What operation does addition of complex numbers correspond to geometrically?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
What is the result of negating a complex number geometrically?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
How can subtraction of complex numbers be expressed?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
What does complex number negation mean in arithmetic terms?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
If a complex number is represented by vector, where would the vector of the negation of this complex number point to?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
What geometric shape is formed by the vectors of two complex numbers and their sum?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
Which operation corresponds to multiplying a complex number by -1?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
In the complex number z=a+biz=a+bi, what is the negation of zz?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
What does a 'Vector' in complex numbers represent?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
What does the 'X' in the rectangular form of a complex number denote?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
What do the two numbers in a polar form represent?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
Which number gives the direction in polar form?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
What does a point in the complex plane represent?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
Do vector OP and PO have the same direction?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
In vectors, does the order of the letters matter?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
Can vectors representing the same complex number start from different points?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
Do vectors AB and BA have the same magnitude?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
Are vectors AB and BA the same vectors?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
What is the measure of theta\\theta when 2costheta=12 cos \\theta = -1?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
When does the cosine function reach -0.5 within the domain of pi-\\pi to pi\\pi?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
Which function is the imaginary part of the complex number z=costheta+isinthetaz = cos \\theta + i sin \\theta?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
Which function is the real part in the complex number z=costheta+isinthetaz = cos \\theta + i sin \\theta?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
What is the measure of alpha\\alpha when 2cosalpha=12 cos \\alpha = -1?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
What happens to the value of the sine function when it is squared?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
If z=w|z|=|w| for z=costheta+isinthetaz= cos \\theta + i sin \\theta and w=cosalpha+isinalphaw= cos \\alpha + i sin \\alpha, what is their relation?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
What the term 'argument' means when working with complex numbers?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
What do we obtain when we take the difference of the arguments of two complex numbers?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
How do we represent an angle in the complex plane?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
Where will we end up standing if we are comparing the arguments of two points and we want these arguments to be equal?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
What will happen if we compare the arguments of two complex numbers and the difference between the arguments is π\pi? Where will we end up standing?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
What is the modulus of a complex number?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
What is the modulus of the complex number 1+12i1+\frac{1}{2}i?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
Is the point (1+12i)(1+\frac{1}{2}i) in the region defined by the inequality ixy>1|ixy| > 1?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
What is the modulus of the complex number 1+2i1+2i?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
Is the point (1+2i)(1+2i) in the region defined by the inequality ixy>1|ixy| > 1?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
How can the real and imaginary parts of a complex number be represented?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
What is the geometrical interpretation of modulus?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
Which equation represents the modulus of a complex number z=x+yiz=x+yi?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
In the context of complex numbers, what does an inequality represent?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
What is the geometric representation of complex numbers?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
What does negation of a complex number represent geometrically?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
What is the geometric interpretation of multiplication in the complex plane?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
What is the result of multiplying a complex number by ii four times?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
Where does 11 lie on the complex plane?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
Where does ii lie on the complex plane?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
What is the result of the operation 1iiii1*i*i*i*i?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
What kind of number is 1?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
ii to the power of 4 is equal to?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
What happens when you multiply a complex number by ii?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
What is the angle measure for a full revolution in the radian system?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
In the radian system, what is the angle measure for half a revolution?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
In the radian system, what is the angle measurement for a right angle?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
What is the angle measurement for 4545^\circ in the radian system?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
What is the angle measurement for 3030^\circ in the radian system?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
What is the angle measurement for 6060^\circ in the radian system?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
What is considering as the most important angles to engineers?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
What is the measure of angle in a unit used by European engineers instead of degrees?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
How many gradients make a right angle in the grading system?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
In the context of circles, what measures are defined by the radian system?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
How do we measure angles?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
How many degrees are in one full revolution?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
What base number system was used by the Babylonians?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
Why is the number 360 chosen to represent a full revolution?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
What does the night sky do over time?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
Why do sailors look at the stars?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
Why are degrees deemed inadequate in higher mathematics?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
Why did we break up the revolution into 360 degrees?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
What would change if we lived on a different planet?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
What do you use instead of degrees in advanced mathematics?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
What's the form of a complex number if it is raised to integer power?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
Under the context of complex numbers, what does repeated times the complex number z=r(costheta+isintheta)z = r (cos \\theta + i sin \\theta) do?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
If given a complex number z=r(costheta+isintheta)z = r (cos \\theta + i sin \\theta), what is znz^n?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
Suppose that z=r(costheta+isintheta)z = r (cos \\theta + i sin \\theta) and nn is an integer, what does De Moivre's Theorem state?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
In the discussion of the complex number multiplication, who develops the theorem generalizing the multiplication of complex numbers in the form r(costheta+isintheta)r (cos \\theta + i sin \\theta)?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
What is the definition of a reflex angle?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
What is the supplementary angle to π4\frac{\pi}{4} radians?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
What is the definition of an obtuse angle?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
An angle that measures between 0 and π2\frac{\pi}{2} radians is known as
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
What characteristic is true about subtraction in mathematics?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
What type of angle results in a larger arc?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
What is the angle conversion for 10 degrees in terms of π\pi?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
A negative angle indicated a rotation in which direction?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
The principle argument of a complex number has two possible values : one positives more than π\pi and another which is
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
If we have z=x+yi,z = x+ yi, What is the modulus of Z?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
What is the interpretation of z2i=k|z - 2i| = k?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
Where will be the position vector of z1 - z2?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
What does high value of modulus of complex number indicates?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
What does z2i=z(1+i)|z - 2i| = |z - (-1 + i)| represent?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
What does the equation y=x+1y = -x + 1 represents?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
What is i2i^2?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
Which quadrant does the complex number 34i-3 - 4i lie on the Argand plane?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
What is the representation of a complex number on a plane?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
What part of a complex number is x?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
What part of a complex number is y?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
What is the name of a diagram used for complex numbers?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
What do you call the diagram with real and imaginary axes?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
In complex numbers, what is the result of addition?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
What law describes the addition of complex numbers?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
How does the representation of real numbers contrast to complex numbers?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
What are the two components that make up a complex number?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
According to the video, why do we use x and y to represent the real and imaginary parts of a complex number?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
What does an argument of z12iz1 - 2i represent when referring to a complex number?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
What is the value of the argument when argument Z12i=Z1 - 2i = argument Z1+3Z1 + 3?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
What type of angles do the arguments form when argument Z12iZ1 - 2i - argument Z1+3=piZ1 + 3 = pi?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
What is the term for lines that start from a point and go off infinitely in one direction only?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
What is the y-intercept of the line y=x+2y=x+2?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
What values can x possess for the expression x<3x < -3 or 0<x<20 < x < 2?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
What is the gradient of the line y=2/3x+2y=2/3*x+2?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
Which type of angles on parallel lines add up to pipi?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
What angle is said not to have an argument?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
What is the geometric representation of a set of complex numbers with a given argument?
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
AAAA AA AA A A AA
winAvatar
What's the argument of a complex number?
AAAA AA AA A A AA