calculate-the-value-of-each-of-the-given-functions-use-the-indicated-number-of-terms-of-the-appro-39

Question

Calculate the value of each of the given functions.
Use the indicated number of terms of the appropriate series. Compare with the value found directly on a calculator.
$$\sin 0.1$$

Linh Vu · Accepted Answer

by the problem for 43 we have a sigh in verse Off Thanks. We go to Thanks. Blessed submission under and we got you One day Quantum street names fight him up to the two em And this one be running by Children&#x27;s phoned him six times after that. You and next boat two m This one divine by your embrace one. So here, want to estimate this Cy Inverse? I&#x27;m the 1/2 using the first find home five times. So the first time would be Cy inverse of 1/2 purse money. You going to do half blessed the first time? We&#x27;re any good. You won, and then we got one. Do you finding by Jew and don&#x27;t have 1/2 uh, one. Here we end. Uh ah. Thanks. Both three. Then remember, tree. And now this will be, ah, one times three. I would do in terms of, uh and now the next time will be one on one with two. I went in. And did you have five? And they&#x27;re running by five. Yes. First time. Second term tucked him in the fourth time will be treated as fine. So be five on DDE. Jeweled him&#x27;s time. Six times. 1/2 hour, seven a wedding by seven The father and the rest um, Cherry Tums. Find him seven, Divided by Jordan&#x27;s. Found him six times eight and times. When I&#x27;m with you about nine. They&#x27;re running by night. So in we do this calculation here, we should get a code Joe their bun. 5235 Job find 235 eight Find 19 on this one When it come badges in this and a true guru to warn you I&#x27;m this eye goes I&#x27;m the 1/2 gruesome gap The butt on 1/2 hand We could you right? Almost six. So by six will be you go to 01523598 775 So it would be to up to the 18. It doesn&#x27;t really the era here

Ankit Gupta · Answer

we have to find the value off the function. Sign off. Sine inverse off 0.9. Now we know that the property sign off. Sine inverse off X is equal to X if X belongs to the closed in terrible off minus 11 So comparing we get X equal to 0.9 which belongs to the closed in trouble off minus one and one. Therefore, sign off. Sine inverse 0.9 will be equal to zero point night.

Linh Vu · Answer

Oh, don&#x27;t, Cy. Uh, so they were ico Juzo. Therefore, the side off, um, saying Versant as though it could use. Oh, a swell.

Linh Vu · Answer

this. I off zero we coaches. Oh, never under Sy Inverse under Zoe could user as well.

Heather Zimmers · Answer

When you look at this problem, your instinct might be just to cancel the sign and the inverse sign. After all, if there in verses, they would cancel one another, right. However, we do have a problem if we do that, because if you think about it, remember that the inverse sine function has a particular range. And so all of our answers have to fall within that range and that ranges negative pi over to two pi over two and three. Pi over two is not in that range. However, three pi over two is co terminal with negative pi over two. So our answer would be negative pi over two. And we can visualize how we get that if we just work our way from the inside out. So the inside says, find the sign of three pi over two. So let me picture this. I&#x27;m going to draw the unit circle and three pi over two would take us to here. And that point has coordinates zero negative one. So the sign of three pi over two is negative one. Okay, so now in the problem, we&#x27;re finding the inverse sign of negative one. And so to find the number sign of negative one. We would land at this point still, but we would go clockwise to get their going clockwise That far would be negative high over to radiance.

Problem

Calculate the value of each of the given function…

Problem 5 Easy Difficulty

Calculate the value of each of the given functions.
Use the indicated number of terms of the appropriate series. Compare with the value found directly on a calculator.
$$\sin 0.1$$

Answer

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Allyn J. Washington, Richard S. Evans

Basic Technical Mathematics with Calculus

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Integration Review - Intro

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Allyn J. Washington, Richard S. EvansBasic Technical Mathematics with Calculus

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Allyn J. Washington, Richard S. Evans

Basic Technical Mathematics with Calculus