Math, asked by YoYo0303, 2 months ago

derivative of e ^ x + 6 ^ x for x =​

Answers

Answered by ananyaanuj2006
1

(e^(x/6))'

e^(x/6)*((x/6)'*ln(e)+((x/6)*(e)')/e)

e^(x/6)*((x/6)'*ln(e)+((x/6)*0)/e)

e^(x/6)*((((x)'*6-(x*(6)'))/(6^2))*ln(e)+((x/6)*0)/e)

e^(x/6)*(((1*6-(x*(6)'))/(6^2))*ln(e)+((x/6)*0)/e)

e^(x/6)*(((1*6-(x*0))/(6^2))*ln(e)+((x/6)*0)/e)

e^(x/6)*(((x/6)*0)/e+1/6*ln(e))

e^(((x)'*6-(x*(6)'))/(6^2))

e^((1*6-(x*(6)'))/(6^2))

e^((1*6-(x*0))/(6^2))

0^(x/6)

(1/6)*e^(x/6)

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