If 0lt=xlt=2pi, then 2^(cosec^2(x)) sq...

If `0lt=xlt=2pi,` then `2^(cosec^2(x))` `sqrt(1/2y^2-y+1)lt=sqrt(2)` (a) is satisfied by exactly one value of `y` (b) is satisfied by exactly two value of `x` (c) is satisfied by `x` for which `cosx=0` (d) is satisfied by `x` for which `sinx=0`

Similar Questions

Explore conceptually related problems

Find the values of xa n dy for which cosec theta=(x^2-y^2)/(x^2+y^2) is satisfied.

The set of values of x satisfying 2 le | x-3| lt 4 is

The value of x in ( 0, pi/2) satisfying the equation sin x cos x= 1/4 is

If 2tan^2x-5secx=1 is satisfied by exactly seven distinct values of x in [0,((2n+1)pi)/2],n in N , then the greatest value of n is________.

The inequality sqrt(x^((log)_2sqrt(x)))geq2 is satisfied by (A) only one value of x (B) x in [0,(1/4)] (C) x in [4,oo] (d) x in (1,2)

Find all values of x that satisfies the inequality (2x-3)/((x-2)(x-4)) lt 0

Equation 1+x^2+2x"sin"(cos^(-1)y)=0 is satisfied by

Find all real values of x which satisfy x^2-3x+2>0a n dx^2-2x-4lt=0.

Find all values of x that satisfies the inequality (2x-3)/((x-2)(x-4))lt0