Prove that sin^2(Omega) - Cos^2(Omega)

  1. Prove that sin^2(Omega) - Cos^2(Omega) / tan(Omega) sin(Omega) + cos(Omega) tan(Omega) = cos(Omega) - cot (Omega) cos (omega)If
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    2. Marie asked by Marie
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  2. An object moves up and down the y-axis with an acceleration given as a function of time t by the expression a equals A sine of
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    2. laura asked by laura
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  3. Let $\omega$ be a complex number such that $\omega^7 = 1$ and $\omega \neq 1$. Let $\alpha = \omega + \omega^2 + \omega^4$ and
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    2. Bobby asked by Bobby
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  4. PLEASE someone check these for me, Thanks..Delta Inc. offers to sell Omega Corp. a packaging machine. Omega responds “We’ll
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    2. Kathy asked by Kathy
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  5. Prove that sin^2(Omega) - Cos^2(Omega) / tan(Omega) sin(Omega) + cos(Omega) tan(Omega) = cos(Omega) - cot (Omega) cos (omega)
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    2. Anonymous asked by Anonymous
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  6. Prove that sin^2(Omega) - Cos^2(Omega) / tan(Omega) sin(Omega) + cos(Omega) tan(Omega) = cos(Omega) - cot (Omega) cos (omega)
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    2. Anonymous asked by Anonymous
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  7. Prove that sin^2(Omega) - Cos^2(Omega) / tan(Omega) sin(Omega) + cos(Omega) tan(Omega) = cos(Omega) - cot (Omega) cos (omega)
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    2. Anonymous asked by Anonymous
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  8. I thought phase shift was theta over omega correct???and the period equals two pi over omega 40 min = (2pi)/omega omgea = pi/20
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    2. Joe asked by Joe
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  9. I got part a but I'm having trouble figuring out b... I know the formula should be something like:T=2pi/omega and
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    2. Anonymous asked by Anonymous
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  10. Delta Inc. offers to sell Omega Corp. a packaging machine. Omega responds “We’ll take it but only if there is a six-month
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    2. suzan asked by suzan
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