please help me, I really can't understand this question. f(x)$$\int\limits_{x}^{0}\sqrt{dt/t^{3}-t ^{2}} dt $$ what is f'(x)

Question

anonymous · Answer

f(x)$$\int\limits_{0}^{x}\sqrt{dt/t^{3}-t ^{2}} dt $$ what is f'(x)

eyust707 · Answer

I believe you can solve this using the first fundamental thrm of calculus.

anonymous · Answer

I'm not sure how to apply the theorem with a variable as a limit

anonymous · Answer

what do I do with the dt in the numerator?

anonymous · Answer

What is that!!!?

anonymous · Answer

it is a typo is my guess

anonymous · Answer

the dt? definitely not a typo.

anonymous · Answer

figured it out, it wasn't a typo you're just supposed to replace the dt with 1. thanks, all.

anonymous · Answer

$$f(x)=\int_0^x\sqrt{\frac{dt}{t^3-t^2}}dt$$ is definitely a typo