Q2 (6 points) This question is based on Section 3.3 . [2 MARKS EACH]. Calculate
f^(')(x)
for each function below. DO NOT SIMPLIFY YOUR ANSWERS. (Meaning, after you calculate the derivative, do not factor or expand-just leave it as is.) EXERCISE 1. Start be re-writing the radicals as exponents.
f(x)=\root(5)(x^(2))-(1)/(\sqrt(x^(4)))
. EXERCISE 2. Use the product rule.
f(x)=(3-4x^(2))(7x^(3)-5x+10)
. EXERCISE 3. Use the quotient rule.
f(x)=(4x^(4))/(2x^(3)-x^(2))
.

Question

Q2 (6 points) This question is based on Section 3.3 . [2 MARKS EACH]. Calculate

f^(')(x)

for each function below. DO NOT SIMPLIFY YOUR ANSWERS. (Meaning, after you calculate the derivative, do not factor or expand-just leave it as is.) EXERCISE 1. Start be re-writing the radicals as exponents.

f(x)=\root(5)(x^(2))-(1)/(\sqrt(x^(4)))

. EXERCISE 2. Use the product rule.

f(x)=(3-4x^(2))(7x^(3)-5x+10)

. EXERCISE 3. Use the quotient rule.

f(x)=(4x^(4))/(2x^(3)-x^(2))

.

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Expert Answer to - Q2 (6 points) This question is based on Section 3.3 . [2 MARKS EACH]. Calculate f^(')(x) for each fu

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Solution for - Q2 (6 points) This question is based on Section 3.3 . [2 MARKS EACH]. Calculate f^(')(x) for each fu

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This an additional answer to - Q2 (6 points) This question is based on Section 3.3 . [2 MARKS EACH]. Calculate f^(')(x) for each fu

(Solved): Q2 (6 points) This question is based on Section 3.3 . [2 MARKS EACH]. Calculate f^(')(x) for each fu ...

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