The equation for the population at time $t$t is given by $Q=Ne^{2t}$Q=Ne2t. Make $t$t the subject of the equation.
Solve $M=4-e^P$M=4−eP for $P$P.
Solve $P=A+Be^{-kt}$P=A+Be−kt for $k$k.
Solve $y=A\left(1+e^{-Bx}\right)-C$y=A(1+e−Bx)−C for $x$x.
use trigonometric functions and their derivatives to solve practical problems; including trigonometric functions of the form 𝑦 = sin(𝑓(𝑥)) and 𝑦 = cos(𝑓(𝑥)).
calculate the area under a curve