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Finditne derivativeof f(r) = logz (gin(2))PTk) = .xl)In(3) sin(r)fl)f(2) =f' (2) Ln(3) a(z)f' (2) cot(z) f' (#) = I(3) cot(z)f (2) = intycot(z) Ef&#x...

Question

Finditne derivativeof f(r) = logz (gin(2))PTk) = .xl)In(3) sin(r)fl)f(2) =f' (2) Ln(3) a(z)f' (2) cot(z) f' (#) = I(3) cot(z)f (2) = intycot(z) Ef'(2) In(?) cos(z)In(3) fl) = cos(m)

Finditne derivativeof f(r) = logz (gin(2)) PTk) = .xl) In(3) sin(r) fl) f(2) = f' (2) Ln(3) a(z) f' (2) cot(z) f' (#) = I(3) cot(z) f (2) = intycot(z) Ef'(2) In(?) cos(z) In(3) fl) = cos(m)



Answers

In Exercises $23-26,$ compute the derivative of $f \circ g .$
$$f(u)=\sin u, \quad g(x)=2 x+1$$

So in this question, we have to find the dreaded of F G of Axe and were given at the view's equal to two. You plus one and G of Axe is equal to sign a Becks. Um, so first, let's write what effigy of Axe is allergy attacks. And we get this by just looking in whatever we have Fergie of Axe into affects or into half of you in this case on DH. So we're going to get two sign of ax plus one s so now ready to take the derivative. And let's call this composite function eight tracks, too. So it's a little bit easier to write Age prime backs is going to be equal to so first we take the derivative of Sign of X and that's co sign of X. We get to co signing backs on the derivative of Plus One is zero since the druid of Eddie Constant zero. So we're done. This is actually our final answer to co Sign of X is a derivative of F of gox

In discourse in the funds. Enough! Three variables. We left by their looks. All right, Less. That's been my gun. Okay, quarto. Alexis One looks right. Exclaimed let's blue, I swear through their swim I Yes. What way, My expert US boys with three decks with less 16 x squared. Next. Boys, let's three. Okay? No, I don't like be, is it Or to an exit? My next one, wise, it will have to answer the core. Poor You kept my next seven, Are you? Plus with 70. That's going to seven. Oh, then the tax not deliver and they were cold. Got that one Dr Adequate to you When I was seven, I less a happened last 24 7 Not quit you, my next detecting. I just love like that, my brother. So the doctor of these two factors is equipped to my mystery ministry. I would do it. This is about your answer.

Very question. That's a view. Equus, he of you and you, x, He was Ex Blood's X to the native one power. And now we're looking at G time, which gonna rewrite that of G eggs running so g if a ghee avec would be me to the ex plus thanks negative one. And my derivative of that would be eaten with Jean that it was easy to gene X kinds jean crime. So this what these x No, with one hour times that derivative. It's which is one minus because green down that negative one exponents. So I minus one times X to the negative to power because subtracting one yes.

22 were given F T, and we need to find its third derivative are able to fall. So let's differentiate this for the first time. So the derivative would be, too is a conference that comes outside. This will be to t minus one, so this comes out as 40 minus one that's differentiated for the second time. So it comes just four because 14 transition is for in the transition of 10 on its third derivative is just zero because for is a construct so and all the values off T, whether it is four or any other value nonce, that will be zero.


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