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Thread: [RESOLVED] Finding an acute angle

  1. #1

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    Resolved [RESOLVED] Finding an acute angle

    I have this question that I cannot find how to solve...
    The question is like this:

    Find an acute θ if

    a) sin(θ)=0.12
    b) cot(θ)=3

    The answer to a) is 6'54', and for b) it is 18'26'.
    But I don't know how to get to these answers...

    Thank you for your help in advance.


    Liviender

  2. #2
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    Re: Finding an acute angle

    you can only find your answer if u know anything abt inverse trigonometry

    if sin a=b
    then a=sin(-1)b


    and if u hav its knoledge,u wont b having problem with this level of question

  3. #3

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    Re: Finding an acute angle

    So sorry for asking such a low-level question...
    I googled for the answer but couldn't find any, and that's why I'm here.

    I could find the answer to a) with my calculator [sin(-1)0.12], but how do i find the answer to b)?
    I know that cot(a) is 1/tan(a). So do i go tan(-1)3, and then divide 1 with that answer to get cot(a)? I'm so confused... sorry for being really dumb..

  4. #4
    Fanatic Member VBAhack's Avatar
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    Re: Finding an acute angle

    If cot(θ)=3, then tan(θ)=1/3. Thus you need to find the inverse tangent of 1/3. Hope that helps. If you didn't know, the calculator that comes with Windows has a scientific version (menu view, scientific) that can find the answer. Just type in 3, click the 1/x button, click the inv check box, then click Tan and you'll have your answer (degrees, radians, or grads, depending on which box is checked).

  5. #5

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    Re: Finding an acute angle

    Thank you so much. Now I got how to do it..

    I didn't know that the Windows calculator could do such a calculation.

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