Question

Question 10 10. Evaluate the definite integral $$ \int_{1}^{6} \frac{14}{z^{4}} dz $$ A) $$ \frac{1519}{324} $$ B) $$ \frac{301}{108} $$ C) $$ \frac{1519}{540} $$ D) $$ \frac{215}{217} $$ E) $$ \frac{1505}{324} $$

Name: question 10 10 evaluate the definite integral int16 frac14z4 dz a frac1519324 b frac301108 c frac1519540 d frac215217 e frac1505324 75417
Uploaded: 2023-06-20T11:19:54-08:00
Duration: 1 min 4 s
Channel: Madhur L
Description: question 10 10 evaluate the definite integral int16 frac14z4 dz a frac1519324 b frac301108 c frac1519540 d frac215217 e frac1505324 75417

          Question 10
10. Evaluate the definite integral $$ \int_{1}^{6} \frac{14}{z^{4}} dz $$
A) $$ \frac{1519}{324} $$
B) $$ \frac{301}{108} $$
C) $$ \frac{1519}{540} $$
D) $$ \frac{215}{217} $$
E) $$ \frac{1505}{324} $$

$question 10 10 evaluate the definite integral int16 frac14z4 dz a frac1519324 b frac301108 c frac1519540 d frac215217 e frac1505324 75417$

Added by Josefa O.

Calculus: Early Transcendentals

James Stewart 8th Edition

Instant Answer

Solved by Expert Madhur L

06/20/2023

Step 1

The given integral is $$ \int_{1}^{6} \frac{14}{z^{4}} dz $$. We can rewrite $$ \frac{14}{z^{4}} $$ as $$ 14z^{-4} $$. So the integral becomes $$ \int_{1}^{6} 14z^{-4} dz $$. Show more…

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Question 10 10. Evaluate the definite integral $$ \int_{1}^{6} \frac{14}{z^{4}} dz $$ A) $$ \frac{1519}{324} $$ B) $$ \frac{301}{108} $$ C) $$ \frac{1519}{540} $$ D) $$ \frac{215}{217} $$ E) $$ \frac{1505}{324} $$