Power rule

[modest cedar]

?

[supple plume]

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[slender salmon]

explain what you are confused with ?

[modest cedar]

Is it correct?

[slender salmon]

yup

[modest cedar]

OK hold on

[brisk wadi]

No

It would be $e^{\frac12\sqrt{x}}$

[hollow yoke]

mathisfun

[brisk wadi]

Look relative to where the power is

[modest cedar]

but that would imply e^a^b is not eq e^ab

[brisk wadi]

It's acting on the whole e^(sqrt(x)) term, so it must multiply on the exponent of that term, not the exponent of e^(x^

[brisk wadi]

It isn't lol

[modest cedar]

What

[brisk wadi]

$(e^a)^b=e^{ab}$

[hollow yoke]

mathisfun

[brisk wadi]

Not $e^{a^b}$

[hollow yoke]

mathisfun

[modest cedar]

Oh

Hold on

[brisk wadi]

Yeh

[modest cedar]

Will ghat be correct

[brisk wadi]

,rcw

[brisk wadi]

Yep

[modest cedar]

But my tb is more annoying and gives diff answer

[brisk wadi]

,rcw

[brisk wadi]

It's the same thing

[modest cedar]

Oh alr

[neat pasture]

@modest cedar

<:HelpIcon:1304095958283321385>| Help Reminder

Hello death_lord., this is a friendly reminder that your help request has been inactive for more than 24 hours. If you no longer need assistance, please consider closing the thread using the +close command. This thread will be automatically closed in 3 days if it remains inactive.

[modest cedar]

+close

[neat pasture]

Please thank your Helpers before closing!

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[neat pasture]

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