A. 0
B. 0
C. 0≤y
D. 0≤y≤1
if f: [0, ∞)→R defined by f(x)=x2, then f is
If f:[0, ∞)→[0, ∞) defined by f(x)=x2, then f is
The domain of Sin-1 log2 (x2/2) is
The domain of √3+x + √3-x/x is
If f(x)=1/2[3x+3-x], g(x)=1/2[3x-3-x], then f(x) g(y)+f(y)g(x)=
The domain of log10 (x3-x) is
The domain of 1/√[x]2-[x]-6 is
Let f be an injective function with domain{x, y ,z} and range {1,2,3}such that exactly one of the following statements is correct and the remaining are false.
F(x)=1, f(y)≠1, f(z)≠2. The value of f1(1) is
log (x+√x2+1)/x is
If f(x)=log (x-5)(2-x), g(x)=log (x-5), h(x)= log (2-x) then