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Mathematics 22 Online
Midnight97:

Help is needed

Midnight97:

Midnight97:

I think it will be 3/4 but I am really not sure

Midnight97:

For the first one

Midnight97:

@oliver69 @toga @phantomdex

toga:

To find the volume of a prism, we need to multiply its base area by its height. For the first problem, the dimensions of the rectangular base are 13 ft by 12 ft, and the height of the prism is 1 ft. Therefore, the volume of the prism is: Volume = base area x height Volume = (13 ft x 12 ft) x 1 ft Volume = 156 ft³ For the second problem, the dimensions of the rectangular base are 3/4 yd by 4 yd, and the height of the prism is 3-4/4 yd. To find the height in a proper fraction, we need to convert the mixed number to an improper fraction. 3-4/4 yd = 3 yd - 1/4 yd = 12/4 yd - 1/4 yd = 11/4 yd Therefore, the volume of the prism is: Volume = base area x height Volume = (3/4 yd x 4 yd) x (11/4) yd Volume = 3 yd³ - 3/16 yd³ Volume = 2 13/16 yd³

toga:

@toga wrote:
To find the volume of a prism, we need to multiply its base area by its height. For the first problem, the dimensions of the rectangular base are 13 ft by 12 ft, and the height of the prism is 1 ft. Therefore, the volume of the prism is: Volume = base area x height Volume = (13 ft x 12 ft) x 1 ft Volume = 156 ft³ For the second problem, the dimensions of the rectangular base are 3/4 yd by 4 yd, and the height of the prism is 3-4/4 yd. To find the height in a proper fraction, we need to convert the mixed number to an improper fraction. 3-4/4 yd = 3 yd - 1/4 yd = 12/4 yd - 1/4 yd = 11/4 yd Therefore, the volume of the prism is: Volume = base area x height Volume = (3/4 yd x 4 yd) x (11/4) yd Volume = 3 yd³ - 3/16 yd³ Volume = 2 13/16 yd³
I had to do research since I'm not in your grade. If I'm wrong, I apologize.

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