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03-02-2021
Mathematics

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a cone has been partially filled with peanuts. The diagram shows the dimensions of the cone. The volume of the peanut-filled portion of the cone is 169.89cm^3. Which measurement is closest to the volume of the empty portion of the cone?

a cone has been partially filled with peanuts The diagram shows the dimensions of the cone The volume of the peanutfilled portion of the cone is 16989cm3 Which class=

Respuesta :

03-02-2021

Answer:

126.99 cm³

Step-by-step explanation:

volume of cone = ⅓πr²h ≅ 296.88 cm³

volume of empty portion = 296.88 - 169.89 = 126.99 cm³

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