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Created by Tech Wilkinson
about 11 years ago
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Question | Answer |
sine rule | asinA=bsinB=csinC |
cosine rule | a2=b2+c2−2bccosA |
area of triangle | Area =12bcsinA |
remainder when polynomial f(x) divided by (x−a) | f(a) |
ab=c | b=logac |
logax+logay | loga(xy) |
logax−logay | loga(xy) |
klogax | loga(xk) |
tanθ | sinθcosθ |
cos2θ+sin2θ | 1 |
π radians | 180∘ |
area of sector | A =12r2θ |
∫xndx (n≠−1) | 1n+1xn+1+c |
∫(f′(x)+g′(x))dx | f(x)+g(x)+c |
area between curve, x-axis and points a b | b∫aydx (when y≥0) |
area between curve, y-axis and points c d | d∫cxdy (when x≥0) |
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