20. Analysts speculate that patients will enter a new JTt individuals per 6. clinic at a rate of 300 + 100 sin - month. Moreover, the likelihood an individual is in the clinic t months later is e. Find the number of patients in the clinic one year from now. 1. A nationt

Mathematics For Machine Technology
8th Edition
ISBN:9781337798310
Author:Peterson, John.
Publisher:Peterson, John.
Chapter48: Applications Of Formulas To Spur Gears
Section: Chapter Questions
Problem 41A
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Question
#20
what
by age 60 if .
opens her account at age Bye
rate is 10%.
alv-
13. A= 4,000 and B = 20
14. A= 4,000 and B = 30
15. A=1,000 and B= 10 (she starts really young!)
16. A= 10,000 and B= 40 (she starts very late!)
%3D
Answer Problems 17 to 19 by finding the work done;
express your answer using the unit of foot-pounds (ft-lb).
17. Lifting a 90 lb bag of concrete 3 ft
18. Lifting a 50 lb bag of salt 5 ft
19. Lifting a 850 lb billiard table 15 ft
Level 2 APPLIED AND THEORY PROBLEMS
20. Analysts speculate that patients will enter a new
clinic at a rate of 300 + 100 sin
It t
individuals per
6.
month. Moreover, the likelihood an individual is in
the clinic t months later is e-. Find the number of
patients in the clinic one year from now.
21. A patient receives a continuous drug infusion at
a rate of 10 mg/h. Studies have shown that t hours
Transcribed Image Text:what by age 60 if . opens her account at age Bye rate is 10%. alv- 13. A= 4,000 and B = 20 14. A= 4,000 and B = 30 15. A=1,000 and B= 10 (she starts really young!) 16. A= 10,000 and B= 40 (she starts very late!) %3D Answer Problems 17 to 19 by finding the work done; express your answer using the unit of foot-pounds (ft-lb). 17. Lifting a 90 lb bag of concrete 3 ft 18. Lifting a 50 lb bag of salt 5 ft 19. Lifting a 850 lb billiard table 15 ft Level 2 APPLIED AND THEORY PROBLEMS 20. Analysts speculate that patients will enter a new clinic at a rate of 300 + 100 sin It t individuals per 6. month. Moreover, the likelihood an individual is in the clinic t months later is e-. Find the number of patients in the clinic one year from now. 21. A patient receives a continuous drug infusion at a rate of 10 mg/h. Studies have shown that t hours
Expert Solution
Step 1

Use integration to determine the function representing the function N(t) for number of patients for any time t in months.

Rate=300+100sinπt6Possibilty=likelihood=etNt=0trate×possibiltydt=0t300+100sinπt6×etdt=0tet300+100sinπt6dt

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ISBN:
9781337798310
Author:
Peterson, John.
Publisher:
Cengage Learning,