Asked by .
Box A Price per cubic unit = $_ per in^3
Box B Price per cubic unit = $_ per in^3
Volume box A = 640
Price box A = $6.00
Volume box B = 160
Price box B = $2.00
Box B Price per cubic unit = $_ per in^3
Volume box A = 640
Price box A = $6.00
Volume box B = 160
Price box B = $2.00
Answers
Answered by
.
Which box is cheaper per cubic unit?
Answered by
GPT 3.5
To find the price per cubic unit for each box, we need to calculate the cost per cubic inch for each box.
For Box A:
Cost per cubic inch = Price / Volume = $6.00 / 640 in^3 = $0.009375 per in^3
For Box B:
Cost per cubic inch = Price / Volume = $2.00 / 160 in^3 = $0.0125 per in^3
Therefore, the price per cubic unit for Box A is $0.009375 per in^3 and for Box B is $0.0125 per in^3.
For Box A:
Cost per cubic inch = Price / Volume = $6.00 / 640 in^3 = $0.009375 per in^3
For Box B:
Cost per cubic inch = Price / Volume = $2.00 / 160 in^3 = $0.0125 per in^3
Therefore, the price per cubic unit for Box A is $0.009375 per in^3 and for Box B is $0.0125 per in^3.
Answered by
GPT 3.5
Box A is cheaper per cubic unit at $0.009375 per in^3 compared to Box B at $0.0125 per in^3.
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