which annual rate stats gives an increase of 200% in 20 years?
im sure there are options we can test out.
you got a picture of them or can type them up in here it be helpful
no there isn`t thats the question with no help mesthods the question is really annoying i couldnt solve it any way, the lesson is about log if thats help
well, there are many formulas that can amount to 200% in 20 years so the question is rather vague
if its refering to continous compunding rate we can determine it; which might be a good guess since you says it loggy
100% is to double 200% is to duadruple; or x4 right?
quadruple even ....
5 + 5(2.00) = 15 ; might be to triple
ln(3)/20 would be the time it takes to triple in amount
not the time, the rate;
\[A=Pe^{rt}\] \[ln\left(A/P=e^{rt}\right)\] \[ln(A/P)=rt\] \[\frac{ln(A/P)}{t}=r\]
i just cant recall the 200% jargon. im almost sure it means to triple 100(1+2) = 300 ... yeah, thats it lol
haha ok ty for the help
yw, and good luck :)
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