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![SOLVED: Question Five (Integration) ∫[3(3x* + 3)]dx ∫(2r+1)dx ∫(J5 zrt-3r-z)dx ∫(e* e)dx Show that ∫(2x+6) and hence evaluate ∫(2x+6)dx ∫(X2+6r+5)dx ∫(Xtl "+5 r2+6x+5)dx Prove that (2cose^2x) = 3cos^2x + 2sin^2x and hence](https://cdn.numerade.com/ask_images/184a4d477623407d9af9b3d4ed5b6b05.jpg "SOLVED: Question Five (Integration) ∫[3(3x* + 3)]dx ∫(2r+1)dx ∫(J5 zrt-3r-z)dx ∫(e* e)dx Show that ∫(2x+6) and hence evaluate ∫(2x+6)dx ∫(X2+6r+5)dx ∫(Xtl \"+5 r2+6x+5)dx Prove that (2cose^2x) = 3cos^2x + 2sin^2x and hence")
SOLVED: Question Five (Integration) ∫[3(3x* + 3)]dx ∫(2r+1)dx ∫(J5 zrt-3r-z)dx ∫(e* e)dx Show that ∫(2x+6) and hence evaluate ∫(2x+6)dx ∫(X2+6r+5)dx ∫(Xtl "+5 r2+6x+5)dx Prove that (2cose^2x) = 3cos^2x + 2sin^2x and hence
dy)/(dx)+1=e^(x-y)` - YouTube
