how can i calculate % growth per times? for example i have 100$ and it grows 1% for 5 days. thanks

The usual formula is

FV=PV(1+r)^n

fot this specific question

FV=100×(1+0.01)^5

FV=100×1.01^5

That is 1% interest per day for 5 days.

how can i calculate % growth per nr. of times? for example, i have 100$ and it grows 1% or 5 days. 

Umm    

12% pa calculated yearly is nominally 1% per month BUT if you are talking real rather than nominal rates then

$$\\(1.12)=(1+r)^{12}\\\\ (1.12)^{1/12} = 1+r\\\\ (1.12)^{1/12}-1 = r\\\\$$

$${{\mathtt{1.12}}}^{\left({\frac{{\mathtt{1}}}{{\mathtt{12}}}}\right)}{\mathtt{\,-\,}}{\mathtt{1}} = {\mathtt{0.009\: \!488\: \!792\: \!934\: \!583}}$$

So 12% compounded annually  is equal to approx  0.95 % compounded monthly.

Maybe that helps answer your question.  I am not really sure what you are asking :/

hi. i was the one who asked the question. thanks for the answere. what I was tring to find out was a forumla for % of growth for x number of times.

for example, if i have 100$ and it grows 1% EACH DAY in day one i have, 101$, in day two 102.01$, day three 103.0301.

But how i would write it in a formula? 100$ + 1% for 5 times.