Find the area of the region enclosed by the graph of x^2 + y^2 = 2x - 6y - 10x + 14y + 88.
x2+y2=2x−6y−10x+14y+88x2+y2=−8x+8y+88x2+8x+y2−8y=88x2+8x+y2−8y=88x2+8x+16+y2−8y+16=88+16+16(x+4)2+(y−4)2=120
This is a circle with a radius of sqrt120
So
A=π∗120A=120π