" If "|cosec x|=(5 pi)/(4)+(x)/(2)" for "x in(-2 pi,2 pi)" then the number of solution is "

If |cos ecx|=(5 pi)/(4)+(x)/(2) for x in(-2 pi,2 pi) then the number of solutions is

If |cosec x|=(5pi)/(4)-|(x)/(2)AA x in(-2pi,2pi) , then the number of solutions are

If |cosec x|=(5pi)/(4)+(x)/(2)AA x in(-2pi,2pi) , then the number of solutions are

If cosec(pi)/(4)-"sin"(pi)/(3)=x , then the value of x is

If |cot x+ cosec x|=|cot x|+ |cosec x|, x in [0,2pi], then complete set of values of x is : (a).[0,pi] (b).(0, (pi)/(2)] (c).(0,(pi)/(2)]uu[(3pi)/(2), 2pi) (d).(pi, (3pi)/(2)]uu[(7pi)/(4), 2pi]

The total number of solution of the equation max(sin,cos x)=(1)/(2) for x in(-2 pi,5 pi) is equal to

If cos x=(-sqrt3)/2 and pi

If tan x+cosec x=1+tan x cosec x .then,number of solutions in [0,10 pi] is