Answer:
The sandbox 6 ft by 4 ft by 1 ft require 18 bags of fifty-pound bags of sand to fill the sandbox.
Step-by-step explanation:
The dimensions of the sandbox 1 is: 8 ft by 8 ft by 1 ft.
The volume of the sandbox 1 is:
[tex]Volume_{1}=8\times 8\times 1= 64\ ft^{3}[/tex]
The The dimensions of the sandbox 2 is: 6 ft by 4 ft by 1 ft.
The volume of the sandbox 2 is:
[tex]Volume_{2}=6\times 4\times 1= 24\ ft^{3}[/tex]
Use unitary method to determine the number of bags of sand required to fill the sand box of dimensions 6 ft by 4 ft by 1 ft.
Sandbox with volume 64 ft³ requires 48 bags.
Then a sandbox with volume 1 ft³ will require: [tex]\frac{48}{64}[/tex] bags.
Then a sandbox with volume 24 ft³ will require: [tex]\frac{48}{64}\times24=18[/tex] bags.
Thus, the sandbox 2 require 18 bags of fifty-pound bags of sand to fill the sandbox.
Answer:
Step-by-step explanation:
The website says that you'll need 48 fifty-pound bags of sand to fill a sandbox that measures 8 ft by 8 ft by 1 ft.
The formula for determining the volume of the box is expressed as
Volume = L × W × H
Volume of the sandbox = 8 × 8 × 1 = 64 feet²
The volume of the sandbox to be filled is
Volume = 6 × 4 × 1 = 24 feet²
Therefore, the number of bags needed to fill this sandbox is
(48 × 24)/64 = 1152/64 = 18 fifty-pound bags
