How do you solve this expression for T? 2=e^(.003t) The answer
is t=ln2/.003 In general, to "solve" an equation for t, you do,
to both sides, the "opposite" of what is done to t, in the
reverse order. Here, . To evaluate that, you would do two
things: first multiply t by 0.003, then take the exponential. We
need to do the "opposite" (inverse) of the exponential, then the
"opposite" of "multiply by 0.003". The inverse of the
exponential function is the natural logarithm and the inverse of
"multiply by 0.003" is "divide by 0.003". So we would start with
and first take the logarithm of both sides: . Now, divide both
sides by .003: .