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Sagot :
Answer:
Volume of Pyramid A:
12(base) x 8(height) = 96
96 divided by 3 ( x 1/3) = 32
Volume of Pyramid B:
48(base) x 32(height) = 1,536
1,536 divided by 3 ( x 1/3) = 512
512 - 32 = 480 many times bigger.
If you are going to solve this you first need to know the formula volume of a pyramid,
It is your area on the bottom (base) x height x 1/3 (basically just dividing by 3).
In pyramid A, in this case our base is 12 and our height is 8 so we multiply them and divide by 3 since that is the formula of finding the volume.
Pyramids are 3-dimensional shapes having different shapes as their base and perpendicular height. The pyramid B is 64 times bigger than that pyramid A
How to calculate the volume of a pyramid?
The formula for calculating the volume of a pyramid is expressed as:
V = 1/2BH
B is the base area
H is the height
For the Pyramid A
Va = 1/3 * 12² * 8
Va = 48 * 8
Va = 384 cubic inches
For the Pyramid B
Vb = 1/3 * 48² * 32
Vb = 768 * 32
Vb = 24,576 square inches
Take the ratio of the volumes
Vb/Va = 24,576/384
Vb/Va = 64
Vb = 64Va
This shows that the pyramid B is 64 times bigger than that of pyramid A
Learn more on volume of pyramid here: https://brainly.com/question/218706
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