( A rectangular prism with a length of 3 feet, width of 2 feet, and height of 5 and one-half feet. )
Use the formula V = Bh to calculate the volume of the packing box.
The area of the base of the box, B, is __ ft.2.
The volume of the box is __ ft.3.
The required volume of the packing box is 33 ft^3 and area of the base B is 6 ft^2
Area of the Rectangular Prism:
The area of the rectangular prism having a length and b width with h height is
Volume = a b h
If we are interested t find area of the base then
B = a b
here we have given that
a = 3 feet
b = 2 feet
h = = 11/2 feet
Therefore the area of the base B = a b = 3 x 2 = 6 ft^2
Now the volume of the object is
V = B h
V = 6 x 11/2 = 33 ft^3
This is the required volume of the rectangular prism
Learn more about rectangular prism here-
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Answer:the area of the base of the box, B, is 6 ft2
The volume of the box is 33ft3
Step-by-step explanation:
Formula to find area of the base is bh (bass x height)
Formula for volume is (base x length)
Each column in the place value system represents a value 10 times more than the column to its right. So, 1 column in the hundredths grid represents a group of 10 hundredths, which is equal to 1 tenth. Therefore, one column in the hundredths grid has a combined value that is equal to one column in the tenths grid.
In the place value system, each column represents a value that is 10 times more than the column to its right. So, 1 column in the tenths grid represents 10 times more than 1 column in the hundredths grid. Therefore, when we speak of 1 column in the hundredths grid, it's like talking about a group of 10 hundredths, which is mathematically equal to 1 tenth.
For example, if we have ten hundredths (0.01 x 10), this is equivalent to one-tenth (0.1). So, one column in the hundredths grid has a combined value that is equal to one column in the tenths grid.
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