Can anyone tell me how to rearrange this equation?

Question

The equation is this:
Wt = ae^gt
The t in Wt is subscript so i assume it doesn't make any difference to the equation i.e. 'Wt' would be the same as 'x'
e is the number e
W = 735
a = 1.0
g = 1.1
I need to rearrange to find t
If it helps I had to solve it to find Wt using 3 as t, this is how I did it
Wt = 1xe^(1.1x3)
Wt = 27.1

Answer 1

Rearrange to:
Wt/ a = e^(gt)
take the natural log of both sides
ln(Wt/a) = gt
rearrange:
t = 1/g * ln(Wt/a)

Answer 2

ok first move the a over. shouldn't be much of a problem since a = 1.0

then take ln on both sides. you should get
ln(Wt/a) = gt

so t = [ln(wt/a)]/g
numerically, t = 6.00 after rounding off

Answer 3

W=ae^gt
W/a=e^gt
ln(W/a)=gt
ln(W/a)/g=t

natural log will cancel the exponential

Answer 4

735=1xe^(1.1t): divide both sides by 1
735=e^(1.1t): take the natural log (ln) of both sides to eliminate e
ln(735)=1.1t: divide both sides by 1.1
ln(735)/1.1=t

That's how you solve for t.

Answer 5

W = ae^(gt)
W/a = e^(gt)
ln(W/a) = ln e^(gt)
ln(W/a) = gt
t = (ln(W/a))/g
t = (ln(735/1))/1.1 = 5.99988 approx = 6

Answer 6

W/a = e^(gt)
ln(W/a) = ln (e^(gt))
ln (W/a) = gt
t = (1/g).ln (W/a)
t = (1 / 1.1).ln (735)
t = 6

Answer 7

hmm, lets see.

Blank is correct above.