Question

how do you solve 500(1.032)^t=750?

Answer 1

\[500(1.032)^{t}=750 \]
\[516^{t}=750\]
\[tlog516=\log750\]
\[\therefore t =\log750/\log516\]
\[t= 1.05987\]

Answer 2

thanks man

Answer 3

no p!

Answer 4

i am not quite sure this is right

Answer 5

hehe

Answer 6

\[500(1.032)^t=750\]
\[(1.032)^t=\frac{750}{500}=1.5\]
\[t=\frac{\ln(1.5)}{\ln(1.032)}\]

Answer 7

hey your right that isn't right

Answer 8

i think (actually i am sure) the answer i wrote is correct

Answer 9

it is i just checked the back of my book

Answer 10

i get 12.87 rounded