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 $y=A\left(1+e^{-Bx}\right)-C$y=A(1+e−Bx)−C for $x$x.
Solve $P=A+Be^{-kt}$P=A+Be−kt for $k$k.
use trigonometric functions and their derivatives to solve practical problems
solve equations involving indices using logarithms
calculate total change by integrating instantaneous or marginal rate of change
calculate the area between curves