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A real function f is always positive and satisfying `f(x)/f(y)<=2^((x-y)^2) AAx,y in D` where D denotes domain set of the function. Then f(x) can be
A. |
`sqrtx+x^3` |
B. |
`int_0^(sin^2 x) sin^(-1) sqrttdt+int_0^(cos^2 x) cos^(-1) sqrttdt` |
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C. |
`int_0^x 2t^3dt` |
D. |
`5/2x^2+x^3-32` |