Which is the correct calculation for the volume of the pyramid?
One-third(36)(7)= 84 units3
One-half(36)(7) = 126 units3
36(7) = 252 units3
36(7)(3) = 756 units3
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To calculate the volume of a pyramid, you need to use the formula: (1/3) * base area * height.
In the given options:
Option 1: One-third(36)(7) = 84 units3
This is not the correct calculation for the volume of the pyramid.
Option 2: One-half(36)(7) = 126 units3
This is also not the correct calculation for the volume of the pyramid.
Option 3: 36(7) = 252 units3
This is not the correct calculation for the volume of the pyramid.
Option 4: 36(7)(3) = 756 units3
This is the correct calculation for the volume of the pyramid. The base area is given by 36 * 7, and the height is multiplied by 3 in the formula. Multiplying these values and then dividing by 3 gives you the volume of the pyramid, which is 756 units3.
So, option 4 is the correct calculation for the volume of the pyramid.
To calculate the volume of a pyramid, you need to know the base area and the height. The correct formula for calculating the volume of a pyramid is:
Volume = (1/3) * Base Area * Height
In this case, the given options are:
Option 1: (1/3) * (36) * (7) = 84 units3
Option 2: (1/2) * (36) * (7) = 126 units3
Option 3: (36) * (7) = 252 units3
Option 4: (36) * (7) * (3) = 756 units3
Among these options, the correct calculation for the volume of the pyramid is Option 1: (1/3) * (36) * (7) = 84 units3.