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Question Number 20031 by mondodotto@gmail.com last updated on 20/Aug/17

Answered by Tinkutara last updated on 20/Aug/17

∫_1 ^n (x^2  + 3x)dx = [(x^3 /3) + ((3x^2 )/2)]_1 ^n   = (n^3 /3) + ((3n^2 )/2) − (1/3) − (3/2) = ((41)/6)  (n^3 /3) + ((3n^2 )/2) = ((26)/3)  2n^3  + 9n^2  − 52 = 0  (n − 2)(2n^2  + 13x + 26) = 0  ⇒ n = 2

n1(x2+3x)dx=[x33+3x22]1n=n33+3n221332=416n33+3n22=2632n3+9n252=0(n2)(2n2+13x+26)=0n=2

Commented by mondodotto@gmail.com last updated on 20/Aug/17

thanks

thanks

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