I dont understand why integral(cosnpix)/p)(cosmpi/p)=2*integral(cosnpix/p)(cosmpix/p). Can you please explain it to me. Thank you M Inbox (38,433) - seabhaskar1150 xM Inbox - pchandr4@binghamton.e XA Homework 1b In Problems 7-12 show that the+A bartleby.com/solution-answer/chapter-111-problem-12e-differential-equations-with-boundary-value-problems-mindtap-course-list-9th-edition/9781337604918/in-problems-712-show-that-the-given-set-of-functions-is-orthogonal-on-the-indicated-in. *= bartlebyQ Search for textbooks, step-by-step explanations to homework questions, .E Ask an Experte Bundle: Differential Equations with Bou...< Chapter 11.1, Problem 12E >To show: The given functions are orthogonal and to find out theProblem 9Enorm.Problem 10EProblem 11EAnswer to Problem 12EProblem 12EThe norm of the given functions are 1 ||= V2p, cos x ||= VPProblem 13Esin x ||= VPandExplanation of SolutionGiven: The given functions are{1, cos x, sin ".} for n = 1,2...m = 1,2.. in the interval [-p, p].Calculation:плхConsidercosMxx dx where n + mCOSплхплхтлхcos mAx dx == 2cosdx(1)cosCOS-PUse the formula 2 cos A cos B = cos (A – B) + cos (A + B)cos mx dx =(п — т) лх .cos(п + m) лхcoscos+PpNow, integrate the right hand side of above equation.(n+m)(n-m)xsinплхcos MAX dx =sin2(n+m)xCos2(n-m)xPrivacy · Terms

Name: I dont understand why integral(cosnpix)/p)(cosmpi/p)=2*integral(cosnpi
Uploaded: 2024-03-20T06:38:44.000Z
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Description: I dont understand why integral(cosnpix)/p)(cosmpi/p)=2*integral(cosnpix/p)(cosmpix/p). Can you please explain it to me. Thank you M Inbox (38,433) - seabhaskar1150 xM Inbox - pchandr4@binghamton.e XA Homework 1b In Problems 7-12 show that the+A bartl

Given, ∫-ppcosnπxpcosmπxpdx=2∫0pcosnπxpcosmπxpdx To prove this we will use the theorem mentioned…

Answered: dont understand why…

Math

Advanced Math

dont understand why integral(cosnpix)/p)(cosmpi/p)=2*integral(cosnpix/p)(cosmpix/p). Can you please explain it to me. Thank you

Advanced Engineering Mathematics

10th Edition

ISBN:9780470458365

Author:Erwin Kreyszig

Publisher:Erwin Kreyszig

Chapter2: Second-order Linear Odes

Section: Chapter Questions

Problem 1RQ

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