log(xp)=logx+logp (PROOF)

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a^(log_a(x)) = x [short proof]

a^x differentiated, implicit differentiation version

e^x differentiated, implicit differentiation version

tan(kθ) differentiated, chain rule version

cos(kθ) differentiated, chain rule version

sin(kθ) differentiated, chain rule version

sin(2θ)=2sin(θ)cos(θ) PROOF

cos(2θ)=(cos(θ))^2-(sin(θ))^2 PROOF

sin(A-B)=sin(A)cos(B)-cos(A)sin(B) proof - GEOMETRICAL PROOF

Area of a sector proof using a constant of proportionality plus area of a circle

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Prove that log_a_(x) = 1 / {log_x_(a)}

tan(A+B) Derivation In Terms Of tanA and tanB - NEW VERSION

How To Derive The Integration By Parts Formula (UK Version)