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Solve the given problems.Evaluate the following integral, which arises in the study of hydrodynamics: $\int_{H}^{h} \frac{A y^{-1 / 2} d y}{a \sqrt{2 g}}$

Calculus 1 / AB

Chapter 25

Integration

Section 4

The Definite Integral

Integrals

Campbell University

Baylor University

University of Michigan - Ann Arbor

University of Nottingham

Lectures

03:09

In mathematics, precalculu…

31:55

In mathematics, a function…

02:58

Evaluate the following int…

01:06

Find $H(-2)$ and $H^{\prim…

00:54

Use substitution to find e…

09:36

Evaluate the integrals.

01:58

Evaluate each integral.

10:23

08:25

07:31

03:17

Evaluate the integral.…

01:23

Evaluate each definite int…

Hello Friends. We have to value the following integral which arises in the study of hydrodynamics. So we will take constant outside of the integral. So this this is he ain't too cuz he upon capital a upon and to look to see in taking off to the power of man has won by two of leeway integral is from capital estrus manage upper limited the small it and lower limited edge so we can add it, yep. On Smalley square root of two G and take us. And all of this will be a Y to the power management by two plus months. This will even by two Upon one way to so a upon Smalley screwed up to G two square root of I capital edge. It's more lead. So this will because to a upon route to G. Now we will put the limit that will be caused to you're saying route small age minus scuttled off capital edge. So this will be close to score out of a upon a square out of G squirreled away a small edge money squirreled of capital edge. So this is the answer into route to of one and 2 Russi in the bracket is small edges cut out of a small village, small screwed up, couple it so this is the answer I hope you understood.

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