Cheryl builds cylindrical pools according to measurements given by her customers. Cheryl uses the volume formula for a cylinder, V = pi R squared^2H to determine how big to build the pool If Cheryl is given the volume and height requirements, how would she rewrite the formula to determine the radius of the pool?
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Step-by-step explanation:
A cylinder is a closed solid shape with two parallel bases generally circular in shape connected by two parallel sides. A cylinder may also be defined as a rectangle with circular bases. These circular bases are always parallel and congruent to one another. A cylinder when unrolled gives a flattened look of a rectangle. Base and sides together form a cylinder. The line joining the two circular bases at the center is the axis of the cylinder.
Height (h) as seen in the figure is the perpendicular distance between the two bases. Each base has a radius (r). The measurement of height and radius help us calculate the surface area and volume of the cylinder.
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