Answer to Question #178450 in Calculus for Ann Dinoushka

Question

A leading well panel manufacturer had an year end promotion sale on last December. At the end of the sale they found out that the amount of sales they have done after "x" number of days was; show that the differential equation

Answer 1

Since differential equation is not given in the question,

We can assume the differential equation, whose solution can be find out

$\dfrac{dx}{dt} = 0.02x$

$\int \dfrac{dx}{x} = \int 0.02dt$

$logx = 0.02t +C$

$x = e^{0.02t+C}$