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8-4: MathXL for School: Practice & Problem Solving
nd the volume of the figure. Use 3.14 for 
pi.
The volume of the figure is about
(Round to the nearest whole number as 
n.
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884-4: MathXL for School: Practice \& Problem Solving\newlinend the volume of the figure. Use 33.1414 for π \pi .\newlineThe volume of the figure is about\newline(Round to the nearest whole number as n n .\newlineHelp me solve this\newlineView an example\newlineGet more help .\newlineReview Progress

Full solution

Q. 884-4: MathXL for School: Practice \& Problem Solving\newlinend the volume of the figure. Use 33.1414 for π \pi .\newlineThe volume of the figure is about\newline(Round to the nearest whole number as n n .\newlineHelp me solve this\newlineView an example\newlineGet more help .\newlineReview Progress
  1. Identify Shape: Identify the shape of the figure to determine the formula for volume.
  2. Assume Cylinder: Assume the figure is a cylinder (since the problem doesn't provide a shape, this is a common assumption for volume problems involving π\pi).
  3. Write Formula: Write down the formula for the volume of a cylinder: V=πr2hV = \pi r^2 h.
  4. Plug in Pi: Plug in the given value for pi (3.143.14) into the formula.
  5. Missing Radius and Height: Realize that the problem doesn't provide the radius rr and height hh of the cylinder, which are necessary to calculate the volume.

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