What is factor 3ln(x)-12(sin(x))' ?

The solution to factor 3ln(x)-12(sin(x))' is 3(ln(x)-4(sin(x))')

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factor 3ln(x)-12(sin(x))'

factor

3 ln (x) - 12 (sin (x))^{'}

3 (ln (x) - 4 (sin (x))')

Solution steps

3 ln (x) - 12 (sin (x))^{'}

Rewrite

- 12

4 \cdot 3

= 3 ln (x) + 4 \cdot 3 (sin (x))^{^{'}}

Factor out common term

3

= 3 (ln (x) - 4 (sin (x))^{^{'}})

- 4 (- 10)^{'} - 4

20 x^{8}

\frac{( 3 + h ) ^{3} - 27}{h}

+ (- 12)

s [R [J + n^{2} J] s + (x \cdot y)]

What is factor 3ln(x)-12(sin(x))' ?
The solution to factor 3ln(x)-12(sin(x))' is 3(ln(x)-4(sin(x))')