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Multivariable Calculus ||| E. W. Swokowski ||| Ex #13.2 ||| L # 2 ||| Q# 5--12
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Sketch the region bounded by the graphs of the equation and find its area by using one or more double integrals
y = 1/x^2, y = -x^2, x= 1, x= 2
y = sqrt(x), y = -x, x= 1, x= 4
y^2 = -x, x-y = 4, y= -1, y=2
x = y^2, y-x= 2, y =-2, y = 3
y=x, y =3x, x+y = 4
y = e^x, y = sinx, x = -pi, x = pi
y = x^2, y = 1/(x^2+1)
y = 1/x^2, y = -x^2, x= 1, x= 2
y = sqrt(x), y = -x, x= 1, x= 4
y^2 = -x, x-y = 4, y= -1, y=2
x = y^2, y-x= 2, y =-2, y = 3
y=x, y =3x, x+y = 4
y = e^x, y = sinx, x = -pi, x = pi
y = x^2, y = 1/(x^2+1)
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