Question

The derivative of function
$f(x) = log_{e}(2x) with \: respect \: to \: t$

Please explain

Answer 1

Answer:

Step-by-step explanation

Hello!

In this question,we have to find derivative of f(x) with respect to t.

Now,f(x)=ln(2x) (When log is at base e,we write ln)

f(x)=ln2+lnx (ln(ab)=lna+lnb)

Apply chain rule and differentiate,

f'(x)=0+(1/x)(dx/dt)=1/x(dx/dt)

Hope you understood.

Answer 2

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