Question

solve this first order differential equation. ih dF(t)/dt = E f(t)

Answer 1

\[ih df(t)/dt = Ef(t)\]

Answer 2

where h and E are constants

Answer 3

are F(t)=f(t)?

Answer 4

woops sorry yea. typo

Answer 5

F(t)=f(t)

Answer 6

h dF(t)/dt = E f(t)

h f'= E f

f'/f= E/h

integrate both sides

ln(f(t))= E/h *t + C

exponentiate both sides

Answer 7

Great thanks. It was the natural log part that I was confused about.