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I got the volume of the box is decreasing at a rate of 144 cm3/min
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\(V = x^2 h\) \(\dot V = 2 x \dot x h + x^2 \dot h\) \(= 2(12)(2)6 + (12)^2 1 = \dots\)
what I solved that and got 432
I dont think thats the right answer though because that's not an answer choice
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Would the answer happen to be -144? Checking if I did the math right... if so, ill walk you through it
yeah thats what i got so I said decreasing at a rate of 144 cm^3/min
That's the only way I see it, since it looks like a related rates problem with a product rule derivative
thank you!!
it's -144 if \(\dot x = \color{red}{-}2\) but that's not what the original question as it was posted stated.
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