The height of a pyramid is doubled, but its length and width are cut in half. What is true about the volume of the new pyramid?
The new pyramid has a volume that is the volume of the original pyramid.
1
The new pyramid has a volume that is į the volume of the original pyramid.
The new pyramid has the same volume as the volume of the original pyramid.
The new pyramid has a volume that is 2 times the volume of the original pyramid.

The new volume of the pyramid would be cut in half.

Step-by-step explanation:

from the equation of the volume of the pyramid

where is l length and w is width and h is height.

substituting that l1 = 1/2 , and w1 = w/2 and h1 = 2h,

we will end up with half of the original volume.

The final result would be , which is half as small.

When a number is added to or subtracted from a function it moves it vertically up or down.

G(x) is obtained by subtracting 3 from F(x). This means G(x) is obtained by vertical translation of F(x). Since 3 is subtracted from F(x), the vertical translation is downwards.

So, we can say: G(x) is obtained by moving F(x) 3 units vertically down.

Therefore, the correct answer is option D