Question

Noodles are packaged in boxes that measure 18 cm by
20 cm by 5 cm. A larger box is being designed by
increasing the length, width, and height of the smaller
box by the same amount.
What is the minimum amount that can be added to the
dimensions of the box so that the new box has a
volume of at least 5,280 cubic centimeters? Round to
the nearest hundredth.
cm

Answer 1

Answer:

Its 4.54 cm

Step-by-step explanation:

on Edge

Answer 2

The minimum amount that can be added to the dimensions of the box so that the new box has a volume of at least 5,280 cubic centimeters is 4.54cm

The measurement of the box is given as 18 cm by 20 cm by 5 cm. Let the minimum amount to be added be x.

Therefore, the equation will be:

= (18 + 4.54) × (20 + 4.54) × (5 + 4.54)

= 22.54 × 24.54 × 9.54

= 5280 approximately

The minimum amount that can be added to the dimensions of the box so that the new box has a volume of at least 5,280 cubic centimeters is 4.54cm

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