Solved

Which of the Following Accurately Describes Integration by Parts?
A) ∫f(x)g′(x)dx=f(x)g(x)−\int f ( x ) g ^ { \prime } ( x ) d x = f ( x ) g ( x ) -

Question 164

Multiple Choice

Which of the following accurately describes integration by parts?


A) ∫f(x) g′(x) dx=f(x) g(x) −\int f ( x ) g ^ { \prime } ( x ) d x = f ( x ) g ( x ) - ∫f′(x) g(x) dx\int f ^ { \prime } ( x ) g ( x ) d x
B) ∫f(x) g′(x) dx=f′(x) g(x) −\int f ( x ) g ^ { \prime } ( x ) d x = f ^ { \prime } ( x ) g ( x ) - ∫f′(x) g(x) dx\int f ^ { \prime } ( x ) g ( x ) d x
C) ∫f(x) g(x) dx=f′(x) g′(x) −\int f ( x ) g ( x ) d x = f ^ { \prime } ( x ) g ^ { \prime } ( x ) - ∫f′(x) g′(x) dx\int f ^ { \prime } ( x ) g ^ { \prime } ( x ) d x
D) ∫f(x) g(x) dx=f′(x) g(x) −\int f ( x ) g ( x ) d x = f ^ { \prime } ( x ) g ( x ) - ∫f(x) g′(x) dx\int f ( x ) g ^ { \prime } ( x ) d x
E) none of these

Correct Answer:

verifed

Verified

Unlock this answer now
Get Access to more Verified Answers free of charge

Related Questions