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Fp1 chapter 5 - the t-formulae

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Term
Definition
when t = tan(theta/2), sin(theta)   show
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when t = tan(theta/2), cos(theta)   show
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when t = tan(theta/2), tan(theta)   show
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sine double angle formula   show
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secant relationship with cosine   show
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show cos(2*theta) = cos^2(theta) - sin^2(theta)  
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show cosec(theta) = 1/sin(theta)  
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tangent double angle formula   show
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show cot(theta) := tan(90-theta), cot(theta) = 1/tan(theta)  
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show d/dx (sin(kx)) -> kcos(kx) d/dx (cos(kx)) -> -ksin(kx) d/dx (tan(kx)) -> ksec^2(kx) d/dx (sec(kx)) -> ksec(kx)tan(kx) d/dx (cosec(kx)) -> -cosec(kx)cot(kx) d/dx (cot(kx)) -> -kcosec^2(kx)  
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show 2t/(1+t^2)  
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when t = tan(theta/2), cos(theta)   show
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show 2t/(1-t^2)  
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sine double angle formula   show
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secant relationship with cosine   show
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cosine double angle formula   show
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cosecant relationship with sine   show
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show tan(2*theta) = 2tan(theta)/(1-tan^2(theta))  
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show cot(theta) := tan(90-theta), cot(theta) = 1/tan(theta)  
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show d/dx (sin(kx)) -> kcos(kx) d/dx (cos(kx)) -> -ksin(kx) d/dx (tan(kx)) -> ksec^2(kx) d/dx (sec(kx)) -> ksec(kx)tan(kx) d/dx (cosec(kx)) -> -cosec(kx)cot(kx) d/dx (cot(kx)) -> -kcosec^2(kx)  
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