if `f(x)` is a differential function such that `f(x)=int_(0)^(x)(1+2xf(t))dt&f(1)=e`, then Q. Identify the correct statements (s):A. `f(x)` is an even functionB. `f(x)` is an odd functionC. `f(x)` is always increasing functionD. `f(x)` is always decreasing function

if `f(x)` is a differential function such that `f(x)=int_(0)^(x)(1+2xf

1.	if `f(x)` is a differential function such that `f(x)=int_(0)^(x)(1+2xf(t))dt&f(1)=e`, then Q. Identify the correct statements (s):A. `f(x)` is an even functionB. `f(x)` is an odd functionC. `f(x)` is always increasing functionD. `f(x)` is always decreasing function
Answer» Correct Answer - B::C

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if `f(x)` is a differential function such that `f(x)=int_(0)^(x)(1+2xf(t))dt&f(1)=e`, then Q. Identify the correct statements (s):A. `f(x)` is an even functionB. `f(x)` is an odd functionC. `f(x)` is always increasing functionD. `f(x)` is always decreasing function

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