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Find the volume of milk chocolate in a glass with a radius of 2cm and height of 4cm. What is asked in the problem?
A. V= 50. 24 cm3
B. V=5. 024 cm3
C. V-50. 24 cm3.

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Volume

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Volume of Cylinder

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Problem :

Find the volume of milk chocolate in a glass with a radius of 2cm and height of 4cm. What is asked in the problem?

A. Understand

  • Ask : What is the volume of the milk chocolate in a glass.
  • Given :
  • Radius : 2 cm
  • Height : 4 cm

B. Plan

  • Operation : Multiplication

C. Answer & Check

Formula :

  • [tex]\large\tt\color{blue}V = \pi r {}^{2} h[/tex]

Where :

  • [tex]\large\tt\color{blue}V = \pi r {}^{2} h[/tex]
  • [tex]\large\tt\color{blue}V = (3.14)(2 \: cm) {}^{2} (4 \: cm)[/tex]
  • [tex]\large\tt\color{red}V = |50.24 \: cm {}^{3} | [/tex]

Hence, the volume of the milk chocolate in the glass is A. 50.24 cubic centimeter.

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