Apply the formula V=B×h. What is the volume of a rectangular prism with a height of 325 ft., a length of 618 ft., and a width of 714ft.?
Responses
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
150 Start Fraction 157 over 160 End Fraction ft cubed
163140ft.3
here the answers:3
1.D 150 157/160
2.A 904 4/5
3.B 10 5/8
4.B 2,071 25/32
5.D 9/16
i hope yall get 100%
:3
so tammy, do u got the answer?
Another ridiculous answer by the bot, blindly taking the ridiculous data.
Thank you brethothecat, I got 100% it's so hard to find a cheat sheet when it comes to math, but just once, for one day I found the answers from a human and not a bot. Thank you.
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brothecat you labled the letters wrong but thanks
faith u aint gotta do her like that tho but fr.
....
Yes, based on the given values, the volume of the rectangular prism is 157150160 ft.³.
To find the volume of a rectangular prism, you can use the formula V = B × h, where V is the volume, B is the area of the base, and h is the height.
In this case, the height is given as 325 ft. The base area can be found by multiplying the length and width of the prism.
Using the given dimensions:
Length = 618 ft.
Width = 714 ft.
To find the area of the base:
B = Length × Width
B = 618 ft. × 714 ft.
B = 441,372 ft²
Now, we can substitute the values back into the volume formula:
V = B × h
V = 441,372 ft² × 325 ft.
V = 143,258,100 ft³
Therefore, the volume of the rectangular prism is 143,258,100 ft³.