Barrons AP Calculus

(Marvins-Underground-K-12) #1
27.

28.

29.

and that    the areas   for x < 0   and x > 3   are unbounded.

Using   the calculator, we  get

(E) The FTC yields  total   change:

(C) The total   change  (increase)  in  population  during  the second  hour    is
given by The answer is 1046.

(C) Call    the time    in  hours   t   and the function    for visitors/hour   R(t).   Then
the area under the curve represents the number of visitors V. We will
estimate the time k when 200 using a Riemann Sum.

Hour Visitors/hour (midpoint est.) Total visitors since noon
Noon–1 P.M. 5 5
1–2 P.M. 25 30

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