Recent content by gyza502

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    Finding the Indefinite Integral of a Product of Exponential Functions

    yes it is for a class. But, it is a practice problem. We haven't seen similar problems to this, so i am quite lost at the moment. I know the derivative of e^x is e^x.
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    Finding the Indefinite Integral of a Product of Exponential Functions

    no i do not. can you tell me please?
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    Finding the Indefinite Integral of a Product of Exponential Functions

    Homework Statement F(x)= (3^x)(e^x)dx Homework Equations F(u)=U^n=(U^(n+1))/n+1 The Attempt at a Solution I said it equaled: ((3^(x+1))/(x+1))(e^x)
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    How Do You Differentiate y = sin(x)^x Using Natural Logs?

    Homework Statement Let y=sin(x)^x. Find dy/dx My teacher said to use Natural long to solve this. she got, step 1:ln(y)=ln(sin(x)^x)=x ln(sin(x)) step 2:y(dy/dx)=1(ln(sin(x)+x(cos(x)/sin(x) Final answer:dy/dx=((sin(x))^x)[ln(sin(x))+x(cos x/sin x) I don't understand how she...