Home
Class 12
MATHS
Number of solutions of the equation cos^...

Number of solutions of the equation `cos^(4) 2x+2 sin^(2) 2x`
`=17 (cos x + sin x)^(8), 0 lt x lt 2 pi` is

Promotional Banner

Similar Questions

Explore conceptually related problems

Number of solution of the equation cos^(4)2x+2sin^(2)2x=17(cosx+sinx)^(8), 0 lt x lt 2pi is

Number of solutions of the equation cos^4(2x)+2sin^2(2x) =17(cosx+sinx)^8 , 0 lt x lt 2π is

Number of solutions of the equation cos^4(2x)+2sin^2(2x) =17(cosx+sinx)^8 , 0 lt x lt 2π is

The solution of the equation "cos"^(2) x-2 "cos" x = 4 "sin" x - "sin" 2x (0 le x le pi) , is

The solution of the equation "cos"^(2) x-2 "cos" x = 4 "sin" x - "sin" 2x (0 le x le pi) , is

Find the number of solution of the equation sqrt(cos 2x+2)=(sin x + cos x) in [0, pi] .

Find the number of solution of the equation sqrt(cos 2x+2)=(sin x + cos x) in [0, pi] .

Find the number of solution of the equation sqrt(cos 2x+2)=(sin x + cos x) in [0, pi] .