82 imranmeah91 (or anyone else available)
My problem is with the right side of the equation
1/Q dQ=1/435.475-t
thank you for continued assistance

Question

anonymous · Answer

treat the fraction as a constant when you integrate so on the right side you would have constant (fraction) times t and then the integral of -t which is -t^2/2...can you take it from there?

anonymous · Answer

or is the question 1 / (435.475 - t) ?

anonymous · Answer

taking the integral of the expression. I cannot see my way clear to get the answer given (320) in the denominator. thanks

anonymous · Answer

$$\int\limits\limits_{}^{}\ \frac{dQ}{q} \ = \int\limits\limits_{}^{}\ \frac{dt}{435.475-t} $$

anonymous · Answer

is that accurate so far?