The combined semicircular and triangular regions below make up region D, with units of centimeters. If the mass density of D is p(x, y) = 1 gram per square centimeter, find its center of mass. T = ÿ = cm cm

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How do you find the center of mass?

The combined semicircular and triangular regions below make up region D, with units of centimeters. If the
mass density of D is p(x, y) = 1 gram per square centimeter, find its center of mass.
6+
X=
15
1
-6
cm
cm
Transcribed Image Text:The combined semicircular and triangular regions below make up region D, with units of centimeters. If the mass density of D is p(x, y) = 1 gram per square centimeter, find its center of mass. 6+ X= 15 1 -6 cm cm
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