- #1

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## Homework Statement

## Homework Equations

## The Attempt at a Solution

those above steps imo are unnecessary, all i need to know is how to solve 4/3(sin theta)=theta, thanks in advance!

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- Thread starter choob
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- #1

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those above steps imo are unnecessary, all i need to know is how to solve 4/3(sin theta)=theta, thanks in advance!

- #2

Mark44

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Two things:

- Is your equation 4/3 * sin(theta) = theta or is it 4/[3 sin(theta)] = theta?
- You are not going to be able to solve your equation, whichever one it is, by algebraic means. The best you can do is to get an approximate solution.

- #3

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http://www.freeexampapers.us/IB/Mat...L_May07_Markscheme_MathematicsHLpaper1TZ1.pdf

my question is from that exam, question 5. in the marking scheme they go through what i mentioned in my original post to the solution.

- #4

Mark44

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The link you gave is broken, so I don't know what you meant to show me. In any case, what I said in post 2 still applies.

- #5

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its not broken, all you have to do is click on the address bar and press enter, as if you were typing the url in.

- #6

diazona

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choob is actually right, you have to do something like copying and pasting the URL instead of just following the link. The site is probably trying to prevent direct linking.

Anyway, the PDF file doesn't change anything - there is no analytic solution. You would need to use a graphing calculator or a computer to find the answer. (There's probably some sort of series expansion trick or something you could use to get a good approximation by hand)

- #7

Cyosis

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If it's 4/3 * sin(theta) = theta you can find one pretty obvious solution.

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freeexampapers has had a lot of bandwidth problems. We welcome direct linking and plan to have enough bandwidth to allow this.

- #9

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If it's 4/3 * sin(theta) = theta you can find one pretty obvious solution.

Hi Cyosis ! I took some time looking and pondering of the possible solution and i could not figure it out , I hope you can provide me of the partial solution. Thank you.

- #10

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Can somebody explain what's the task?

- #11

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- #12

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i tried using maclaurin's series and i manage to work out with the answer of 1.28 but i guess it is rather tedious.

- #13

rock.freak667

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Well you could use the Newton-Raphson iterative method and find an approximation.

- #14

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Well you could use the Newton-Raphson iterative method and find an approximation.

Yes indeed Newton Raphson method can solve and it is similar to taylor'series.

Is there any other method to solve this question algebraically?

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- #15

Mentallic

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No.

Yes, I was also quite dissappointed to hear that such a simple result such as the one you have presented has no means of being algebraically solved; but what can you do...

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