integral T dt
= .1 t^3 + 2 t^2 + 10 t
at t = 12
= .1(1728) + 2(144) + 120
at t = 9
= .1(729) + 2(81) + 90
subtract value at 9 from value at 12
divide by (12-9)
Record, indicate that t hours past midnight, the temperature at the local airport was T(t)=-0.3t^2+4t+10degree celcius. What was average temperature in farenheit at airport between 9am and noon?
Plz damon show step
3 answers
hmmm just look for the antiderivative for dt
That is correct. The average value of a function over an interval if
∫[a,b] f(t) dt
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b-a
∫[a,b] f(t) dt
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b-a