Chapter 7 Class 12 Integrals
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Ex 7.2, 16 - Chapter 7 Class 12 Integrals

Last updated at July 28, 2026 by

Ex 7.2, 16 - Integrate e 2x+3 - Chapter 7 Class 12 - Integration by substitution - e^x

Ex 7.2, 16 - Chapter 7 Class 12 Integrals - Part 2

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Ex 7.2, 16 Integrate the function: š‘’ļ·®2š‘„ + 3ļ·Æ Step 1: Let 2š‘„ + 3 = š‘” Differentiating both sides š‘¤.š‘Ÿ.š‘”.š‘„ 2+0= š‘‘š‘”ļ·®š‘‘š‘„ļ·Æ 2= š‘‘š‘”ļ·®š‘‘š‘„ļ·Æ š‘‘š‘„ = š‘‘š‘”ļ·®2ļ·Æ Step 2: Integrating the function ļ·®ļ·® š‘’ļ·®2š‘„ + 3ļ·Æ ļ·Æ . š‘‘š‘„ Putting 2š‘„+3=š‘” & š‘‘š‘„= š‘‘š‘”ļ·®2ļ·Æ = ļ·®ļ·® š‘’ļ·®š‘”ļ·Æļ·Æ . š‘‘š‘”ļ·®2ļ·Æ = 1ļ·®2ļ·Æ ļ·®ļ·® š‘’ļ·®š‘”ļ·Æļ·Æ . š‘‘š‘” = 1ļ·®2ļ·Æ š‘’ļ·®š‘”ļ·Æ+š¶ = š’†ļ·®šŸš’™ + šŸ‘ļ·Æļ·®šŸļ·Æ + š‘Ŗ

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