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Solve the given problems.For the spring mechanism in Exercise 31 of Section $10.4,$ find $d b / d A .$ (Note that $a$ and angle $B$ are constants.)

Calculus 1 / AB

Chapter 27

Differentiation of Transcendental Functions

Section 2

Derivatives of the Other Trigonometric Functions

Derivatives

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In mathematics, precalculu…

31:55

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04:42

A $170-g$ object on a spri…

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The angle between spring $…

03:52

An 0.80 -kg object is atta…

09:31

Vibrating Spring with Damp…

03:48

02:46

An oscillating block-sprin…

03:28

The position of a $0.30-\m…

02:15

An air-track glider attach…

04:57

Two springs with spring co…

03:18

An object attached to a sp…

in his question, given the seat on the way object that has just issue a que IHS oscillating you with a spring My success story spring in his oscillating on a frictionless surface. Now the frequency of this constellation is given to be tree hurts and the amplitude off this oscillation is shops. Yeah, reach indicated a figure No Saudi cute or the object right now is at its, uh, equilibrium point right x zero and oscillates left and right to de maximum point, which is the amplitude off Joe CIA on both sides for spot. We are looking at finding what it sees spring constant. So the spring constant we can equate it. We've or station or the angler frequency off our system. And graphic unsee is actually close to squaring off the spring constant throughout a variety mess rearranging this equation. So now we have what we need. We have yet the frequency is treated right. So we got a converted into angry frequency, which is a question to pie f. Then we will have to pie square type I and on a mess off the subject, it's also given to be 170 grams, which is 0.17 kilograms Print in S I units. So substituting the very scene two pi f f is trees hurts M e 0.17 that we have 60 new tents per meter. From the next part, we don't find any creature that described this position off were given a starts off at the amplitude where x this shelf. So assuming the X positive X is in the right direction, so be we'll meet X any given point in time, the question would be starting grief. Shoaf celery juice. What you played by Ida called ST or ST? Yes, that is how the simple honey harmonic motion is described us, which is Sinus oId Oh, so you can either be signed. All co sign multiplied by oh, sign and co sign off Omega T Oh, my eyes d in graphic. Now we have to decide where a sign of course. Sinus more suitable. And the way to do that is by looking at I was starting point because I was starting point. You keep step X off. Zero must be close to shops here and we know that. Sign off when 20 0 these bracket will be zero so sign off. Zero. We know it's zero. So you cannot be signed money out there for course saying assange zero is one and just nice were more bellicose I into this job we get Jawf. So our final answer should be that XTC ghost zero times Go sign Omega T. Do you know what my guys to pie times if tree huts times t so it is so final question.

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