Math 3 Quiz
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MODELING & APPLICATIONS
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A water tank's volume is modeled by V(h)=πh2(30−h)V(h) = \pi h^2(30-h) for a conical tank of height 30 feet, where V is volume in cubic feet and h is the height of water. Due to pump limitations, the tank cannot be filled when the water level is in the top 5 feet. How does this constraint affect the model's domain in practical applications?
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