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6 Nov 2019
The figure above shows the graph of the equation x1/2+ y1/2 = 2. Let R be the shaded region between the graphof x1/2 + y1/2 = 2 and the X- axis from x=0to x=1.
A. FInd the area of R by setting up and integrating a definiteintegral.
B. Set up, but do not integrate, an integral expression in termsof a single variable for the volume of the solid formed byrevolving the region R about the X- axis.
C.Set up, but do not integrate, an integral expression in termsof a single variable for the volume of the solid formed byrevolving the region R about the line X=1.
The figure above shows the graph of the equation x1/2+ y1/2 = 2. Let R be the shaded region between the graphof x1/2 + y1/2 = 2 and the X- axis from x=0to x=1.
A. FInd the area of R by setting up and integrating a definiteintegral.
B. Set up, but do not integrate, an integral expression in termsof a single variable for the volume of the solid formed byrevolving the region R about the X- axis.
C.Set up, but do not integrate, an integral expression in termsof a single variable for the volume of the solid formed byrevolving the region R about the line X=1.
Jarrod RobelLv2
20 Jul 2019