1. A block of ice is 3m wide, 4m high, and 5m long. When temperature increases, the block of ice melts 3 uniformly, and its new volume is modeled by V(x) =− x³ + 12x² − 47x + 60, where V(x) is volume in m³ and x is the increase in temperature in °C. Determine the temperature increase needed for the volume to be exactly 6 m³.

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Chapter3: Polynomial Functions
Section3.5: Mathematical Modeling And Variation
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1. A block of ice is 3m wide, 4m high, and 5m long. When temperature increases, the block of ice melts
3
uniformly. and its new volume is modeled by V(x) = x³ + 12x² − 47x + 60, where V(x) is volume in m³ and
x is the increase in temperature in °C. Determine the temperature increase needed for the volume to be
exactly 6 m².
Transcribed Image Text:1. A block of ice is 3m wide, 4m high, and 5m long. When temperature increases, the block of ice melts 3 uniformly. and its new volume is modeled by V(x) = x³ + 12x² − 47x + 60, where V(x) is volume in m³ and x is the increase in temperature in °C. Determine the temperature increase needed for the volume to be exactly 6 m².
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