Asked by help please.
The Institute finds that the average student taking Elementary Shorthand will progress at a rate given by
dQ/dt=k(80-Q)
in a 20 -wk course, where Q(t) measures the number of words of dictation a student can take per minute after t wk in the course.
If the average student can take 60 words of dictation per minute after 5 wk in the course, how many words per minute can the average student take after completing the course?
Round the answer to the nearest word.
dQ/dt=k(80-Q)
in a 20 -wk course, where Q(t) measures the number of words of dictation a student can take per minute after t wk in the course.
If the average student can take 60 words of dictation per minute after 5 wk in the course, how many words per minute can the average student take after completing the course?
Round the answer to the nearest word.
Answers
Answered by
bobpursley
Assume a solution Q=Ce^-rt + K
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