Apply the formula V=B×h . What is the volume of a rectangular prism with a height of 3 2/5 ft., a length of 6 1/8 ft., and a width of 7 1/4 ft.?(1 point) Responses
163140ft.3 16 Start Fraction 31 over 40 End Fraction ft cubed 157150160ft.3 157 Start Fraction 150 over 160 End Fraction ft cubed 441332ft.3 44 Start Fraction 13 over 32 End Fraction ft cubed 150157160ft.3
To find the volume of the rectangular prism, you need to multiply the length (6 1/8 ft), width (7 1/4 ft), and height (3 2/5 ft) together.
First, convert all the measurements to improper fractions:
Length = 6 1/8 ft = 49/8 ft
Width = 7 1/4 ft = 29/4 ft
Height = 3 2/5 ft = 17/5 ft
Now, plug these values into the formula V = B × h:
V = (49/8)ft × (29/4)ft × (17/5)ft
V = (49 × 29 × 17)/(8 × 4 × 5)
V = 23923/32 ft³
V ≈ 747.59375 ft³
Therefore, the volume of the rectangular prism is approximately 747.59 ft³.