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The temperature of a chemical reaction ranges between −10 degrees Celsius and 50 degrees Celsius. The temperature is at its lowest point when t = 0, and the reaction completes 1 cycle during a 6-hour period. What is a cosine function that models this reaction?
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f(t) = −30 cos pi over 3t + 20 f(t) = −60 cos pi over 3t + 30 f(t) = 30 cos 6t + 20 f(t) = 60 cos 6t + 30
@Directrix @phi @mathmale
Its "A" right?
hmmm what did you get for the amplitude?
-30
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well, is 30, but negative in this case anyhow, to make it short starts off at -10, goes up to 50, its midline is above the x-axis by 20units, so +20 anyway, yes, it'd be \(y=-30cos\left( \cfrac{\pi }{3}t \right)+20\)
thanks
yw
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