36. ∫0^π/2(cos t)/(√(1 + sin^2 t)) dt

Name: 36. ∫0^π/2(cos t)/(√(1 + sin^2 t)) dt
Uploaded: 2023-07-27T00:43:04-08:00
Duration: 15 s
Channel: Numerade
Description: 36. ∫0^π/2(cos t)/(√(1 + sin^2 t)) dt

Question

Adriano Chikande · Answer

In this question we&#x27;ve been given an expression, cost 2t, 3, sine, T, 2t. So this is a factor th

Monica Miller · Answer

Here we&#x27;re going to find our derivative of R of T. So in order to do that, we&#x27;ll take the deriva

Monica Miller · Answer

Okay, we are going to find the first and second derivative of the vector given. So with our diff

Monica Miller · Answer

So we are going to take the first and second derivative of the vector given. Now remember, when

Monica Miller · Answer

We&#x27;re going to find the derivative of our vector valued function. Now, look at our components. W

Question

36. $\int_0^{\pi/2} \frac{\cos t}{\sqrt{1 + \sin^2 t}} dt$

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