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Can someone create for me an exponential function that increases gradually? :)
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take the inverse of a log the increases rapidly ....
Isn't every exponential function increasing gradually? What is your definition of "gradually"?
exponential function \[f(x) = b^x\] for b>1 , it increases larger b will cause function to increase faster
Or decreasing gradually, of course...
\[\frac{ae^{100}-ae^0}{100-0}=.001\] :) solve for a
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So you have to know something about the b in \(b^x\)
@dumbcow 's reply says it all :D
Thanks soo much, guys! :) I appreciate it. :)
So I created this...would this work? 15*(1.4)^x
1.4 >1, so yes, this will do the job!
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Thanks soo much! :)
@ZeHanz I appreciate it. :)
YW!
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