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Posted: **Thu Jul 14, 2022 4:47 pm**

: B Using Inteymation By Parts On Xn3x 1 Dx Demonstrute The Reduction Formula Xn3x 1 Dx 3n 43xn3 X 1 N 3n 43n Xn 1 (9.31 KiB) Viewed 39 times

(b) Using inteymation by parts on ∫xn3x+1dx, demonstrute the reduction formula, ∫xn3x+1dx=3n+43xn3(x+1)n−3n+43n∫xn−13x+1dx ( ) (e) Strppose we are given a function, a(x), which has the moperty, [xs(x)−sec(x+a(x))]′=xd(x).

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(b) Using inteymation by parts on ∫xn3x+1​dx, demonstrute the reduction formula, ∫xn3x+1​dx=3n+43xn3(x+1)n​​−3n+43n​∫xn−

(b) Using inteymation by parts on ∫xn3x+1​dx, demonstrute the reduction formula, ∫xn3x+1​dx=3n+43xn3(x+1)n​​−3n+43n​∫xn−

(b) Using inteymation by parts on ∫xn3x+1dx, demonstrute the reduction formula, ∫xn3x+1dx=3n+43xn3(x+1)n−3n+43n∫xn−

(b) Using inteymation by parts on ∫xn3x+1dx, demonstrute the reduction formula, ∫xn3x+1dx=3n+43xn3(x+1)n−3n+43n∫xn−