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how would i differentiate this? y=3.9657(0.9982^x)
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d(a^x)=a^x*lna dx
would it be y'=3.9657(0.9982^x) ln0.9982 ?
\[\frac{d}{dx}a^x=a^x \times \log_{e}a=a^x \times \ln a\]
do you know why it's like that??
yes, you can arrive at the formula by applying log to both the sides
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@Nishant_Garg actually i didn't meant you :)
yes i do thanks! also to find the instantaneous rate of change (i am given a table of values) would I just sub in the x values?
Oh my bad
yea
cool thanks!
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