All solutions of the equation `4x^(2)-40x+51+40{x}=0` lies in the interval ( {•}represents fractional part )

If x^(2)-1 =0 then x lies in the interval set

If x is real and 2x^(2)-4x+5>0, then x lies in the interval

If int (cosec ^(2)x-2010)/(cos ^(2010)x)dx = =(f (x))/((g (x ))^(2010))+C, where f ((pi)/(4))=1, then the number of solution of the equation (f(x))/(g (x))={x} in [0,2pi] is/are: (where {.} represents fractional part function)

The no. of solutions of the equation sin x+|cos x|=0 in the interval [0,4 pi]

The number of solution of the equation sgn({x})=|1-x| is/are (where {*} represent fractional part function and sgn represent signum function)

(|x|-1)/(|x|-2)<=0 then x lies in the interval

sum of all the solutions of the equation cos2x+sin^(2)2x=1 which lie in the interval [0,2 pi] is equal to

The number of solutions of the equation x^(2)-3={x} ,where {x} is the fractional part of x is

Sum of all the solutions of the equation: tan^(2)33x=cos2x-1 which lie in the interval [0.314) is