if an average rectangular block of limestone used to build the great pyramid of khufu at giza is approximately 2.5 feet by 3 feet by 4 feet, then how much would one block weigh if limestone weighs approximately 170 pounds per cubic foot?

Given a following rectangular block with the following dimensions:
L = Length = 4 ft.
W = Width = 3 ft.
H = Height = 2.5 ft.
To be able to determine the weight of one block, we must first determine its volume.
We get,
[tex]\text{ Volume = L x W x H}[/tex][tex]\text{ = 4 x 3 x }2.5[/tex][tex]\text{ Volume = 30 ft}^3[/tex]Let's now determine the weight of the block,
[tex]\text{Weight of the Block = 30 (ft}^3)\text{ x }\frac{\text{ 170 lbs.}}{(ft^3)}[/tex][tex]\text{ = 30 x 170 lbs.}[/tex][tex]\text{ Weight of the Block = 5},100\text{ lbs.}[/tex]Therefore, the weight of one block is 5,100 lbs.