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Solve the Problem. -The Volume of a Flower Pot Is Given by

Question 45

Multiple Choice

Solve the problem.
-The volume of a flower pot is given by Solve the problem. -The volume of a flower pot is given by where is the major radius and is the minor radius and h is the height of the pot (see figure below) . If the dimensions of the pot are = 5 inches, = 3 inches and h = 6 inches, find the volume of potting soil Required to fill the pot to the top. Round to the nearest cubic inch. A) B) C) D) where Solve the problem. -The volume of a flower pot is given by where is the major radius and is the minor radius and h is the height of the pot (see figure below) . If the dimensions of the pot are = 5 inches, = 3 inches and h = 6 inches, find the volume of potting soil Required to fill the pot to the top. Round to the nearest cubic inch. A) B) C) D) is the major radius and Solve the problem. -The volume of a flower pot is given by where is the major radius and is the minor radius and h is the height of the pot (see figure below) . If the dimensions of the pot are = 5 inches, = 3 inches and h = 6 inches, find the volume of potting soil Required to fill the pot to the top. Round to the nearest cubic inch. A) B) C) D) is the minor radius and h is the height of the pot (see figure below) . Solve the problem. -The volume of a flower pot is given by where is the major radius and is the minor radius and h is the height of the pot (see figure below) . If the dimensions of the pot are = 5 inches, = 3 inches and h = 6 inches, find the volume of potting soil Required to fill the pot to the top. Round to the nearest cubic inch. A) B) C) D) If the dimensions of the pot are Solve the problem. -The volume of a flower pot is given by where is the major radius and is the minor radius and h is the height of the pot (see figure below) . If the dimensions of the pot are = 5 inches, = 3 inches and h = 6 inches, find the volume of potting soil Required to fill the pot to the top. Round to the nearest cubic inch. A) B) C) D) = 5 inches, Solve the problem. -The volume of a flower pot is given by where is the major radius and is the minor radius and h is the height of the pot (see figure below) . If the dimensions of the pot are = 5 inches, = 3 inches and h = 6 inches, find the volume of potting soil Required to fill the pot to the top. Round to the nearest cubic inch. A) B) C) D) = 3 inches and h = 6 inches, find the volume of potting soil
Required to fill the pot to the top. Round to the nearest cubic inch.


A) Solve the problem. -The volume of a flower pot is given by where is the major radius and is the minor radius and h is the height of the pot (see figure below) . If the dimensions of the pot are = 5 inches, = 3 inches and h = 6 inches, find the volume of potting soil Required to fill the pot to the top. Round to the nearest cubic inch. A) B) C) D)
B) Solve the problem. -The volume of a flower pot is given by where is the major radius and is the minor radius and h is the height of the pot (see figure below) . If the dimensions of the pot are = 5 inches, = 3 inches and h = 6 inches, find the volume of potting soil Required to fill the pot to the top. Round to the nearest cubic inch. A) B) C) D)
C) Solve the problem. -The volume of a flower pot is given by where is the major radius and is the minor radius and h is the height of the pot (see figure below) . If the dimensions of the pot are = 5 inches, = 3 inches and h = 6 inches, find the volume of potting soil Required to fill the pot to the top. Round to the nearest cubic inch. A) B) C) D)
D) Solve the problem. -The volume of a flower pot is given by where is the major radius and is the minor radius and h is the height of the pot (see figure below) . If the dimensions of the pot are = 5 inches, = 3 inches and h = 6 inches, find the volume of potting soil Required to fill the pot to the top. Round to the nearest cubic inch. A) B) C) D)

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