OpenStudy (anonymous):
Plzz help Logarithmic functions? Suppose the temperature in Denver, Colorado was 55°F when a 5°F arctic cold front moved over the state. Using k = 0.012, how long would it take a puddle of water to freeze? (Recall that water freezes at 32°F.) A. just over 51 minutes B. just over 55 minutes C. just over 61 minutes D. just over 65 minutes Plzz help Logarithmic functions? Suppose the temperature in Denver, Colorado was 55°F when a 5°F arctic cold front moved over the state. Using k = 0.012, how long would it take a puddle of water to freeze? (Recall that water freezes at 32°F.) A. just over 51 minutes B. just over 55 minutes C. just over 61 minutes D. just over 65 minutes The formula below, Newton's law of cooling, allows us to calculate the temperature of an object as it cools. T = R + (T ) – R)e-kt T = temperature of the object after t minutes T ) = initial temperature R = temperature of the surroundings k = cooling rate (depends on the object and conditions)
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