#4) THE MAXIMUM DIMENSIONS OF A PRIORITY EXPRESS PACKAGE ARE L + 2(W + H) ≤ 108 INCHES WHERE W A

Name: #4) THE MAXIMUM DIMENSIONS OF A PRIORITY EXPRESS PACKAGE ARE L + 2(W + H) ≤ 108 INCHES WHERE W AND H ARE THE TWO SMALLER DIMENSIONS IF W = H, FIND THE DIMENSIONS OF THE LARGEST ACCEPTABLE BOX.
Uploaded: 2022-07-27T02:24:57-08:00
Duration: 4 min 59 s
Channel: Aman Gupta
Description: #4) THE MAXIMUM DIMENSIONS OF A PRIORITY EXPRESS PACKAGE ARE L + 2(W + H) ≤ 108 INCHES WHERE W AND H ARE THE TWO SMALLER DIMENSIONS IF W = H, FIND THE DIMENSIONS OF THE LARGEST ACCEPTABLE BOX.

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Aman Gupta · Accepted Answer

Step 1: Given that W=H, we can substitute H for W in the equation L+2(W+H)<=108 to simplify the

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#4) THE MAXIMUM DIMENSIONS OF A PRIORITY EXPRESS PACKAGE ARE $L + 2(W + H) \le 108$ INCHES WHERE W AND H ARE THE TWO SMALLER DIMENSIONS IF $W = H$, FIND THE DIMENSIONS OF THE LARGEST ACCEPTABLE BOX.

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