Find the particular antiderivative, F(w), given F(0) = 0, if f(w)=sin(w) + 6e F(w) Submit Question...

 

Transcribed Image Text:

Find the particular antiderivative, F(w), given F(0) = 0, if f(w)=sin(w) + 6e" F(w) Submit Question Question 16 0/1 pt 100 4 Details To find the integral of h(x) = 8x + 2.3 first you would rewrite the expression using fractional and negative exponents. Rewriting it, you'd have: h(x) = Then you could take antiderivative. The aniderivative is: (you do not need to rewrite the answer after finding the antiderivative) Sh(x)dx = [ + C Find the particular antiderivative, F(w), given F(0) = 0, if f(w)=sin(w) + 6e" F(w) Submit Question Question 16 0/1 pt 100 4 Details To find the integral of h(x) = 8x + 2.3 first you would rewrite the expression using fractional and negative exponents. Rewriting it, you'd have: h(x) = Then you could take antiderivative. The aniderivative is: (you do not need to rewrite the answer after finding the antiderivative) Sh(x)dx = [ + C