Find the domain and range of the following functions.(Read the symbols `[*]` and `{*}` as greatest integers and fractional part function respectively) `f(x) = cos^-1 (sqrt(2x^2 + 1) / (x^2 +1))`

Find the domain and range of the following functions.(Read the symbols [*] and {cdots} as greatest integers and fractional part function respectively f(x)=cos^(-1)((sqrt(2x^(2)+1))/(x^(2)+1))

Find the domain of definitions of the functions (Read the symbols [*] and {*} as greatestintegers and fractional part functions respectively.) f(x) = log_(x) sin x

Find the domain of definitions of the functions (Read the symbols [*] and {*} as greatestintegers and fractional part functions respectively.) f(x) = sqrt(log _(x) (cos 2pi x))

Find the domain of definitions of the functions (Read the symbols [*] and {*} as greatestintegers and fractional part functions respectively.) f(x) = sqrt(x^(2) - |x|) + (1)/(sqrt( 9 - x^(2)))

Find the domain of definitions of the functions (Read the symbols [*] and {*} as greatestintegers and fractional part functions respectively.) f(x) = sqrt(log_((1)/(2)) (x)/(x^(2)- 1))

2. Find the domain of definitions of the functions (Readthe symbols [xx] and {xx} as greatest integers andfractional part functions respectively.)Ca) f(x) = cos 2x + V16 - x?

Find the domain of definitions of the functions (Read the symbols [*] and {*} as greatestintegers and fractional part functions respectively.) f(x) = (1)/([x]) + log_(2 {x}-5) (x^(2) - 3x + 10) + (1)/(sqrt(1 - |x|))

Find the domain of definitions of the functions (Read the symbols [*] and {*} as greatestintegers and fractional part functions respectively.) f(x) = sqrt((5x - 6-x^(2)) [{ln {x}}]) + sqrt((7x -5-2x^(2))) + (ln ((7)/(2) - x))^(-1)

Find the domain and range of the following function: f(x)=log_([x-1])sinx, where [ ] denotes greatest integer function.