.(NUMERICAL ANALYSIS) 7-Evaluate the integral below by applying Trapezoidal method over 4sub intervals.a) O (evī + 2ev3 + 2ev5 + 2 e+ev92 €b) O 3(evi + 2ev3 + 2ev5 + 2v7+ ev®)c)O2(evi + 2ev3 + 2eV5 + 2 e"+ev)d) O (ev1 + 4ev3 + 4eV5 + 47+e)e) O 3(evī+ ev3 + ev5 + v7 + ev)

Name: .(NUMERICAL ANALYSIS) 7-Evaluate the integral below by applying Trapez
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Description: .(NUMERICAL ANALYSIS) 7-Evaluate the integral below by applying Trapezoidal method over 4sub intervals.a) O (evī + 2ev3 + 2ev5 + 2 e+ev92 €b) O 3(evi + 2ev3 + 2ev5 + 2v7+ ev®)c)O2(evi + 2ev3 + 2eV5 + 2 e"+ev)d) O (ev1 + 4ev3 + 4eV5 + 47+e)e) O 3(evī+

given integration is given n=4, so…

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7- Evaluate the integral below by applying Trapezoidal method over 4 sub intervals. a) O (evī + 2ev3 + 2 e'+ ev9) b) O 3(evī + 2ev3 + 2ev5 + 2v7+ ev) c) O 2(evi + 2ev3 + 2eV5 + 2 e 7 +ev9 d) o (evi + 4ev3 + 4ev5 + 4 7 +ev) e) O 3(evī +ev3 + evs + v7 + ev³)

7- Evaluate the integral below by applying Trapezoidal method over 4 sub intervals. a) O (evī + 2ev3 + 2 e'+ ev9) b) O 3(evī + 2ev3 + 2ev5 + 2v7+ ev) c) O 2(evi + 2ev3 + 2eV5 + 2 e 7 +ev9 d) o (evi + 4ev3 + 4ev5 + 4 7 +ev) e) O 3(evī +ev3 + evs + v7 + ev³)

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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