What is the integral of x divided by a 7?

Anonymous

∙ 12y ago

Updated: 10/17/2024

First just "factor" out the constant: (1/7)

∫ x/7 dx = 1/7

∫x dx

The integral of xn is xn+1/ (n+1)
In this case, our n=1 so:
x(1+1)/(1+1) = x2/2

Don't forget about the 1/7 we factored out:
(1/7)(1/2)(x2) = x2/14

Therefore the answer is (don't forget your C):

∫

x/7 dx =

2/14 + C

Wiki User

∙ 12y ago

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