Fechar
sine rule
cosine rule
area of triangle
remainder when polynomial \(f(x)\) divided by \((x-a)\)
\(a^b=c\)
\(\log_ax+\log_ay\)
\(\log_ax-\log_ay\)
\(k\log_ax\)
\(\tan\theta\)
\(\cos^2\theta+\sin^2\theta\)
\(\pi\) radians
area of sector
\(\int x^n dx\)
(\(n \neq -1\))
\(\int \Big( f'(x) + g'(x) \Big) dx\)
area between curve, x-axis and points \(a\) \(b\)
area between curve, y-axis and points \(c\) \(d\)
