Using Both the Quotient and Product Rule
Author: ShaNisaa RaSun
The following problem is solved in this video. It is recommended that you try to solve the problem before watching the video. You can click "Answer" to reveal the answer to the problem.
Exercises
\(\begin{align*} F'(x) &= \dfrac{(x-3)(\ln(x))(12x^3-4x+2^x\ln(2))}{((x-3)(\ln(x)))^{2}}\\&-\dfrac{(3x^4-2x^2+2^x-e)\left((x-3)\left(\dfrac{1}{x}\right)+\ln(x)\right)}{((x-3)(\ln(x)))^{2}}\end{align*}\)
Note: This answer is typically written as one fraction (see the video), but that fraction is too long for some display sizes on our website. To solve this, we rewrote it as the difference of two fractions and used two lines. Both functions are equal.
Note: This answer is typically written as one fraction (see the video), but that fraction is too long for some display sizes on our website. To solve this, we rewrote it as the difference of two fractions and used two lines. Both functions are equal.
