Integral calculus: Centroid of area bounded by $y = 2(1 + x^3)$ and the coordinate axes
Help please. Find the centroid of the area. Where the area bounded by the curve y=2(1+x^3) and the coordinate axes
Centroid of Area
Centroid of area bounded by parabola and line
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Find the centroid of the area bounded by the curves y=2x and y^2 =4ax using polar coordinates.
Centroid of Polar Curve by Integration
Patulong po for this problem. I really need to know the solution of this.
find the centroid of the area enclosed by the cardioid r=a(1+cos theta).
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Centroid of area in the first quadrant bounded by circle and ellipse
Find the centroid of the area in the first quadrant bounded by the ellipse x^2/a^2+y^2/b^2=1 and the circle x^2+y^2=a^2.