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\:

\int (8x - 4)/(4) \: dx


User Charlayne
by
7.7k points

1 Answer

5 votes

Answer:

x² - x + c

Explanation:

Using the power rule for integration

∫ a
x^(n) dx =
(a)/(n+1)
x^(n+1)


(8x-4)/(4) dx ( divide terms on numerator by 4 )

= ∫ (2x - 1) dx

=
(2)/(2)
x^(1+1) - x + c

= x² - x + c ( c is the constant of integration )

User Nagyf
by
8.0k points

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