Home
Class 12
MATHS
The set of points in an Argand diagram w...

The set of points in an Argand diagram which satisfy both `abs(z)le4` and `0 le arg(z) le pi/3`, is

A

(a)a circle and a line

B

(b)a radius of a circle

C

(c)a sector of a circle

D

(d)an infinite part line

Text Solution

Verified by Experts

The correct Answer is:
C
Promotional Banner

Similar Questions

Explore conceptually related problems

Find the set of values of x , which satisfy sin x * cos^(3) x gt cos * sin^(3) x , 0 le x le 2pi .

Find the value of x graphically which satisfy |(x^(2))/(x-1)|le1.

In the Argand diagram all the complex numbers z satisfying |z-4 i|+|z+4 i|=10 lie on a

Find the solution of the equation ( sin x + cos x ) sin 2 x =a(sin^(3) x + cos^(3) x) located between (pi)/(2) and pi and for which values of 'a' does this equation have at most one solution satisfying the condition (pi)/(2) le x le pi .

The set of real values of x satisfying | x -1 | le 3 and |x - 1| ge 1 is :

If |w|=1 , then the set of points z=w+(1)/(w) is contained in or equal to the set of points z satisfying

Find all the value of theta satisfying the equation , sin 7 theta = sin theta + sin 3 theta such that 0 le theta le pi

If r gt 0, - pi le theta le pi and r, theta satisfy r sin theta =3 and r=4(1+ sin theta ) , then find the possible solutions of the pair (r , theta )

Solve sin^(2) theta-cos theta=1/4, 0 le theta le 2pi .