Home
Class 12
MATHS
If x + y = (2pi)/(3)" and cos" x+ "cos"...

If `x + y = (2pi)/(3)" and cos" x+ "cos"y = (3)/(2)`, then

Promotional Banner

Similar Questions

Explore conceptually related problems

If x + y = (2pi)/(3) and cos x + cos y = (sqrt(3))/(2) l find x and y.

The number of all possible ordered pairs (x, y) x, y in R satisfying the system of equations x + y = (2pi)/(3), "cos" x + "cos" y = (3)/(2), is

If x + y = 2pi//3 and cos x + cos y = sqrt(3)//2 , then x, y =

The number of all possible ordered pairs (x, y), x, y in R satisfying the system of equations x + y = (2pi)/(3), cos x + cos y = (3)/(2) is

The number of all possible ordered pairs (x, y), x, y in R satisfying the system of equations x + y = (2pi)/(3), cos x + cos y = (3)/(2) is

if x+y=(2 pi)/(3) and cos x+cos y=(sqrt(3))/(2) then x,y is equal to:

If 0 le x, y le 2 pi "and cos"x + "cos" y = -2, " then "cos" (x+y)=

If 0 le x, y le 2 pi "and cos"x + "cos" y = -2, " then "cos" (x+y)=

If cos x+cos y-cos(x+y)=(3)/(2) , then

If cos x+cos y-cos(x+y)=(3)/(2) , then