Calculate the integral. ∫(x2−3x+2)dx

chezmarylou1i

chezmarylou1i

Answered

2021-12-29

Calculate the integral. (x23x+2)dx

Answer & Explanation

turtletalk75

turtletalk75

Expert

2021-12-30Added 29 answers

Step 1
(x23x+2)dx
The integral is
Since the integration is indefinite; a constant of integration is to be added.
Step 2
Solve the integral.
(x23x+2)dx=x2dx3xdx+2dx
=x2+12+13x1+11+1+2x0+10+1+C
=x333x22+2x+C
Hence the integral is solved.
Jenny Bolton

Jenny Bolton

Expert

2021-12-31Added 32 answers

(x23x+2)dx
=x2dx3xdx+21dx
x2dx
=x33
xdx
=x22
1dx
=x
x2dx3xdx+21dx
=x333x22+2x
(x23x+2)dx
=x333x22+2x+C
=x(2x29x+12)6+C
Vasquez

Vasquez

Expert

2022-01-07Added 457 answers

Given:
x23x+2dx
Use rules
x2dx3xdx+2dx
Evaluate
x333x22+2x
Add CR
Solution:
x333x22+2x+C,CR

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