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∫e^xloga +e^alogx +e^aloga dx, ∫(x/m + m/x + x^m + m^x)dx |Integrations |Integrals |Lec230 ∫e^xloga +e^alogx +e^aloga dx, ∫(x/m + m/x + x^m + m^x)dx |Integrations |Integrals |Lec230
Evaluate: `inte^(xloga)+e^(alogx)+e^(aloga)\\ dx` Evaluate: `inte^(xloga)+e^(alogx)+e^(aloga)\\ dx`
Differentiate the following with respect of `x : e^(xloga)+e^(alogx)+e^(aloga)` Differentiate the following with respect of `x : e^(xloga)+e^(alogx)+e^(aloga)`
∫[e^alogx + e^xloga] dx #integrals #logarithm #shorts #calculus #gujcet #kcet #nda #cbse #bseb #hbse ∫[e^alogx + e^xloga] dx #integrals #logarithm #shorts #calculus #gujcet #kcet #nda #cbse #bseb #hbse
Differentiate `e^(xloga)+e^(alogx)+e^(aloga)` Differentiate `e^(xloga)+e^(alogx)+e^(aloga)`
int(e^xloga)dx |#integration #integrationsolutions #rdsharmaclass12 #shorts #shortsfeed #trending int(e^xloga)dx |#integration #integrationsolutions #rdsharmaclass12 #shorts #shortsfeed #trending
Integral of e^logx | #shorts #youtubeshorts #integral Integral of e^logx | #shorts #youtubeshorts #integral
Mastering Integration: Solving ∫(e^alogx+a^xloga )dx Like a Pro | Common University Entrance Test Mastering Integration: Solving ∫(e^alogx+a^xloga )dx Like a Pro | Common University Entrance Test