At 8 P.M., volunteers began to process the entries. They processed the entries at a rate modeled by the function
P, where P(t ) = t3 − 30t2 + 298t − 976 hundreds of entries per hour for 8 ≤ t ≤ 12. According to the model,
how many entries had not yet been processed by midnight (t = 12) ?
I need how you set it up and where you get the numbers from(I already know the answer).
Thanks.
P, where P(t ) = t3 − 30t2 + 298t − 976 hundreds of entries per hour for 8 ≤ t ≤ 12. According to the model,
how many entries had not yet been processed by midnight (t = 12) ?
I need how you set it up and where you get the numbers from(I already know the answer).
Thanks.
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Integrate P(t) from t = 8 to t = 12 to find how many hundreds of entries had been processed.
I'm assuming somewhere else in this problem it tells how many entries there are to be processed. Just find that number and subtract the number that had already been processed.
I'm assuming somewhere else in this problem it tells how many entries there are to be processed. Just find that number and subtract the number that had already been processed.