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The volume of a rectangular box \(x\) inches wide, \(y\) inches long, and \(z\) inches high is \(108 \text{ in}^3.\) If \(x \leq y \leq z,\) what is \(x+yz?\)
1) The area of the largest face of the box is \(36 \text{ in}^2\)
2) The longest edge of the box is \(9\) inches
The OA is A
Source: Manhattan Prep
1) The area of the largest face of the box is \(36 \text{ in}^2\)
2) The longest edge of the box is \(9\) inches
The OA is A
Source: Manhattan Prep
