Recent content by Alex1067

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    Difficult Trig Identity (no double ange, power reducing formulas)

    Thank you. I did the same thing you did after your original hint of using (1-cot^2(X)).
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    Difficult Trig Identity (no double ange, power reducing formulas)

    Ok thank you. I will try and that and see how it goes!
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    Difficult Trig Identity (no double ange, power reducing formulas)

    Can you multiply just one side of the identity by something? I thought it would have to be a form of one?
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    Difficult Trig Identity (no double ange, power reducing formulas)

    I have still not solved the trig Identity. I gave up on it for the time being and completed two other ones. If anyone has a solution to the first posted identity. Please let me know! Here they are if anyone is interested:
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    Difficult Trig Identity (no double ange, power reducing formulas)

    Thank you for the prompt input. I did make a mistake trying that way. I took your advice and started on the right hand side. Here is where I am at.
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    Difficult Trig Identity (no double ange, power reducing formulas)

    Homework Statement sin^3(x) - cos^3(x) / sin(x) + cos(x) = csc^2(x) -cot(x) - 2cos^2(x) / 1 - cot^2(x) Homework Equations The Attempt at a Solution I have attached one of my many attempts. Any input?