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Candle length question:
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hint: we have to solve this differential equation, first: \[\frac{{dh}}{{dt}} = - k\] where h is the height of your candle, and k is a coefficient
whats dh an dt
oh so d is the number themseleves
dh/dt is the first derivative of the height h of the candle with respect to the time t
You can fit a line y = mx + b to the two data points: (2 hours, 10 inches) (3 hours , 8.5 inches) Here x is time, y is height of candle.
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and k is a positive coefficient, or parameter
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