Given :
Polynomial ,
.
To Find :
Integration of f(x) .
Solution :
We know , integration of
is :

( Here , is C is a constant )
Now ,

Therefore , the integration is
.
Hence , this is the required solution .
Answer: 9/7
Step-by-step explanation:
So for example B(4,1) so x=4, y=1
->B'(4-2,1-4)
->B'(2,-3)
->A'(1-2,1-4)
->A'(-1,-3)
->C'(4-1,-2-4)
->C'(3,-6)
->D'(1-2,-2-4)
->D'(-1,-6)
so the image of the rectangle ABCD->A'B'C'D'