cherrybomb

It's a little confusing still but thank you heaps for your input

Sorry, no I haven't studied differential equations just yet but have been watching videos on youtube about the topic.

We were also given this before the questions: Ludwig von Bertalanfft (an Austrian biologist) introduced the most widely used method to model the growth of fish. His theory is that the length of a fish specimen L(t) at a time t after hatching satisfies the differential equation dL dt = K(L∞ − L) where K is a constant called the growth coefficient and L∞ is the length of a mature specimen.

Find the equation for the length of the fish as a function of time if we know that the length of a newly hatched specimen in 0.1 mm and a mature specimen has length 670 mm. Any help or guide to getting the answer would be greatly appreciated, thank you in advanced