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Haritha Nair posted an Question
July 04, 2020 • 21:23 pm 30 points
  • IIT JAM
  • Physics (PH)

E of symmetry when the domain of integration is symmetric about the origin with respect to at least one of the ables of integration and the integrand is odd wit

Use of Symmetry When the domain of integration is symmetric about the origin with respect to at least one of the ables of integration and the integrand is odd with respect to this variable, the integral is equal to zero, the integrals over the two halves of the domain have the same absolute value but opposite signs. en the integrand is even with respect to this variable, the integral is equal to twice the integral over dll or the domain, as the integrals over the two halves of the domain are equal. Can anyone explain this.

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    Dhairya sharma

    this.....

    cropped2624004169298931070.jpg
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    i hope u r familiar with even or off fxn...if u r not ...let me know

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    it will clear to you

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    I would like of you could explain me the symemetric part

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    symmetric means change in dirn would not change our fxn

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    ohk

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    if still hv doubt plz ask

  • comment-profile-img>
    Dhairya sharma

    i hope u r getting my point what type of symmetry i'm taking

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    Dhairya sharma best-answer

    dear it's the same property of integration...... like Integration from -a to +a of odd fxn will be 0 type

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