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Differentiate 5^x ( hint 5=e^(ln5) Anyone know this
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I sub the 5 first and made it e^xln5
correct! continue with the differentiation.
Hw do i derive e^xln5
You have 5^x = e^(xln5) ln5 is just a constant. can you differentiate e^kx?
K e^kx
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Perfect! So replace k by ln5 and you have it!
So it wuld be ln5 e^xln5
But the answer is 5^x.ln5
Oh i get it so u just sub 5 back thank u
Remember we had 5^x = e^(xln5) so use this to simplify ln5 e^xln5
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Yep. You're welcome!
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