A sandwich shop uses the box size shown to pack boxed lunches. They have determined that they need to use bigger boxes. If the s
ide lengths of the square faces are changed to 7 inches, by how much will this increase the volume of the box?
2 answers:
Answer:
240 cubic cm
Step-by-step explanation:
Volume of the box before increament in sides = length*width*height
Length= 5 in.
Width=5 in.
Height = 10 in.
Putting these vales in formula
Volume of box = 5*5*10
=
Now If the side lengths of the square faces are changed to 7 inches,
So, Length will be 7 in.
Width will be 7 in.
So, new volume = 7*7*10
=
Thus increase in volume = 490-250 =240
Hence by 240 cubic cm will this increase the volume of the box
The original volume of the shape was 250. You come up with this by multiplying all sides together. So, 5x5x10=250.
We do the same for the new shape, which now has a 7 in place of the 5. So 7x7x10=490.
Lastly, we subtract the volume of the new shape from the volume of the old shape to see the difference. So, 490-250=240.
So the answer to this is 240.
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