If `f(x)=log(sinx)`, then domain `f= `

If f(x)=log(cosx), then domain f=

If f(x) =sqrt(4-x^(2)) +1/(sqrt(abs(sinx)-sinx)) , then the-domain of f(x) is

If f(x) =sqrt(4-x^(2)) +1/(sqrt(abs(sinx)-sinx)) , then the-domain of f(x) is

If domain of f(x) be (-1,2), then (1) domain of f(sin x) will be (-oo,oo)(2) domain of f(ln x) will be ((1)/(e),e^(2))(3) domain of f(2x-3) will be (1,5/2)(4) domain of f([x]) will be [0,2), where [x]<=x

If f(x)=sqrt(log_(x^(2))x, then the domain of f(x) is )

If the domain of the function f(x) is [1,3] .then the domain of g(x), ,where g(x)=f(ln x)+f(ln((x)/(2)))+f(ln((x)/(3)))+....+f(ln((x)/(n)))*n in N and n<=6

If domain of f(x) be (-1, 2), then (1) domain of f(sin x) will be (-oo, oo) (2) domain of f(ln x) will be (1/e, e^2) (3) domain of f(2x-3) will be (1,5/2) (4) domain of f([x]) will be [0, 2), where [x]<=x

If domain of f(x) is [1, 3], then the domain of f(log_(2)(x^(2)+3x-2)) is

If domain of f(x) is [1, 3], then the domain of f(log_(2)(x^(2)+3x-2)) is

If domain of f(x) is [1, 3], then the domain of f(log_(2)(x^(2)+3x-2)) is