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derivative: 2^(x/2)
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chain rule... what is the derivative of \[a^x\]?
...with respect to x ?
lna (a^x)?
yes, now you only need to apply the chain rule and we're done
call \(x/2=f(x)\)then we can write\[a^{f(x)}\]by the chain rule, then the derivative is\[a^{f(x)}\cdot f'(x)\]
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oh ok. thank you!
welcome :D
I made a typo above and forgot lna sorry :(
\[2^{x/2}\ln2*1/2\]
yup :)
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derivative of x=1 and i took the constant 1/2 out
thanks for the help :)
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