Home
>
Math
>
Complex Numbers
Complex Numbers
Hard
Question
The origin and the roots of the equation z
2
+ pz + q = 0 form an equilateral triangle if -
Options
A.
p
2
= 2q
B.
p
2
= q
C.
p
2
= 3q
D.
q
2
= 3p
Solution
-
Create a free account to view solution
View Solution Free
Topic:
Complex Numbers
·
Practice all Complex Numbers questions
More Complex Numbers Questions
If z = , then...
If i = √-1, then 4 + 5 is equal to...
If | z1 | = 1, | z2 | = 2, | z3 | = 3 and | 9z1 z2 + 4z1z3 + z2z3 | = 12 then the value of | z1 + z2 + z3 | is equal to ...
If (1 + i)z = (1 - i) then z is...
The least positive value of n for which is a positive integer is -...