can you please Differentiate e^x . 3x^5 expression
Answers (2)
1st Jun, 2021
U(x)=d/dx (e^x.3x^5)= 3x^5 * d/dx(e^x)+e^x d/dx(3x^5) where U(x) is the function in return due to differentiating the given function.
We know d/dx(a^x)=a^x ln a and d/dx(x^n)=nx^n-1
Thus, U(x)= 3x^5*e^x*ln(e)+e^x*3*5*x^4=3e^xx^5+15e^x x^4 is the required answer.
I hope my answer helps. All the very best for your future endeavors!
Comments (0)
1st Jun, 2021
Hey aspirant,
Hope you are doing well these days!
The answer of the above question will be:-
Using the (u.v)dx formula,
e^x*15*x+3x *e^x
Hope it helps!
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