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 circle and a line

B

a radius of a circle

C

a sector of a circle

D

an infinite part line

Text Solution

Verified by Experts

The correct Answer is:
B
Promotional Banner

Similar Questions

Explore conceptually related problems

The set of points in argand diagram which satisfy both |z|<=4| and arg=(pi)/(3) is

If 0 le x le pi/2 then

The number of ordered triplets of positive integers which satisfy the inequality 20 le x. + y + z le 50 is p, then (p - 631)/(100) is equal to _______ .

The least values of x which satisfies the inequation -3 le (4x-3)/(5) le 3 is

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

The region of Argand diagram defined by |z – 1| + |z + 1| le 4 is

Find the area of the region in which points satisfy 3 le |x| + |y| le 5.