f cos(mx) cos(nx) dx is equal to {A} [sin(m + n) + sin(m − n)] dx {B} [sin(m + n) - sin(m - n)] dx A B O c {C} {D} [cos (m + n) + cos(m-n)] dx [cos(m+n) - cos(m-n)] dx

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter4: Polynomial And Rational Functions
Section: Chapter Questions
Problem 35RE
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Give the solution and answer
f cos(mx) cos(nx) dx is equal to
{A} [sin(m + n) + sin(m - n)] dx
[sin(m + n) - sin(m-n)] dx
{B}
A
B
OD
{C}
{D}
[cos(m + n) + cos(m-n)] dx
[cos(m + n) - cos(m-n)] dx
Transcribed Image Text:f cos(mx) cos(nx) dx is equal to {A} [sin(m + n) + sin(m - n)] dx [sin(m + n) - sin(m-n)] dx {B} A B OD {C} {D} [cos(m + n) + cos(m-n)] dx [cos(m + n) - cos(m-n)] dx
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