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how can I find time in A=P(1+rt)?
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is that equation right?
first, divide by P, so u get A/P=1+rt. then subtract 1, then divide by r. so u get (A/Pr)-1=t. i think that's it.
if anything; \[\frac{A}{Pr}-\frac{1}{r}=t\]
usually this formula is \[A=(1+r)^t\] just saying is all...
i know right :) but you gotta take what your given
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^
yes... master
lol
LOL
(may i call you master?)
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.... call me whatever makes you feel best ;)
in case it is \[A=(1+r)^t\] to solve for t you write \[t=\frac{\ln(A)}{\ln(1+r)}\]
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