A=p+prt, for t
how about subtracting p from both sides, then dividing both sides by pr
I think it could be A divided by p, then the quotient of that minus the product of r and t.
if you divide by p first you get
A/p = 1 + rt
then A/p - 1 = rt
now you still have to divide by r
(A/p - 1)/r = t looks pretty messy
the way I had suggested:
A-p = prt
(A-p)/(pr) = t
Sorry, I don't have a clue what I was talking about, I'm just waiting around for my questions to be answered and looking at the other posts. don't mind me:')
No worries! Let me clarify the equation for you.
The equation is A = p + prt, and you're trying to solve for t.
To solve for t, we can start by isolating the tr term.
Step 1: Subtract p from both sides of the equation: A - p = prt
Step 2: Divide both sides of the equation by pr: (A - p)/(pr) = t
So the correct way to solve for t is (A - p)/(pr) = t.
Apologies for any confusion caused by the initial suggestions!