Word Users According to a survey by Olsten Staffing Services, the percentage of companies reporting usage of Microsoft Word t years since 1984 is given by P ( t ) = 99.744 1 + 3.014 e − 0.799 t . a. What is the growth rate in the percentage of Microsoft Word users?

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Answer 1

Question

Chapter 6.8, Problem 22AE

To determine

To find: Word Users According to a survey by Olsten Staffing Services, the percentage of companies reporting usage of Microsoft Word $t$ years since 1984 is given by $P (t) = \frac{99.744}{1 + 3.014 e^{- 0.799 t}}$ .

a. What is the growth rate in the percentage of Microsoft Word users?

To determine

To find: Word Users According to a survey by Olsten Staffing Services, the percentage of companies reporting usage of Microsoft Word $t$ years since 1984 is given by, $P (t) = \frac{99.744}{1 + 3.014 e^{- 0.799 t}}$ .

b.Use a graphing utility to graph $P = P (t)$ .

To determine

To find: Word Users According to a survey by Olsten Staffing Services, the percentage of companies reporting usage of Microsoft Word $t$ years since 1984 is given by $P (t) = \frac{99.744}{1 + 3.014 e^{- 0.799 t}}$ .

c. What was the percentage of Microsoft Word users in 1990?

To determine

To find: Word Users According to a survey by Olsten Staffing Services, the percentage of companies reporting usage of Microsoft Word $t$ years since 1984 is given by $P (t) = \frac{99.744}{1 + 3.014 e^{- 0.799 t}}$ .

d. During what year did the percentage of Microsoft Word users reach $90 % ?$

To determine

To find: Word Users According to a survey by Olsten Staffing Services, the percentage of companies reporting usage of Microsoft Word $t$ years since 1984 is given by $P (t) = \frac{99.744}{1 + 3.014 e^{- 0.799 t}}$ .

e. Explain why the numerator given in the model is reasonable. What does it imply?

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Answer 2

Question

Chapter 6.8, Problem 22AE

To determine

To find: Word Users According to a survey by Olsten Staffing Services, the percentage of companies reporting usage of Microsoft Word $t$ years since 1984 is given by $P (t) = \frac{99.744}{1 + 3.014 e^{- 0.799 t}}$ .

a. What is the growth rate in the percentage of Microsoft Word users?

To determine

To find: Word Users According to a survey by Olsten Staffing Services, the percentage of companies reporting usage of Microsoft Word $t$ years since 1984 is given by, $P (t) = \frac{99.744}{1 + 3.014 e^{- 0.799 t}}$ .

b.Use a graphing utility to graph $P = P (t)$ .

To determine

To find: Word Users According to a survey by Olsten Staffing Services, the percentage of companies reporting usage of Microsoft Word $t$ years since 1984 is given by $P (t) = \frac{99.744}{1 + 3.014 e^{- 0.799 t}}$ .

c. What was the percentage of Microsoft Word users in 1990?

To determine

To find: Word Users According to a survey by Olsten Staffing Services, the percentage of companies reporting usage of Microsoft Word $t$ years since 1984 is given by $P (t) = \frac{99.744}{1 + 3.014 e^{- 0.799 t}}$ .

d. During what year did the percentage of Microsoft Word users reach $90 % ?$

To determine

To find: Word Users According to a survey by Olsten Staffing Services, the percentage of companies reporting usage of Microsoft Word $t$ years since 1984 is given by $P (t) = \frac{99.744}{1 + 3.014 e^{- 0.799 t}}$ .

e. Explain why the numerator given in the model is reasonable. What does it imply?

Expert Solution & Answer

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Check out a sample textbook solution

See solution

Answer 3

Question

Chapter 6.8, Problem 22AE

To determine

To find: Word Users According to a survey by Olsten Staffing Services, the percentage of companies reporting usage of Microsoft Word $t$ years since 1984 is given by $P (t) = \frac{99.744}{1 + 3.014 e^{- 0.799 t}}$ .

a. What is the growth rate in the percentage of Microsoft Word users?

To determine

To find: Word Users According to a survey by Olsten Staffing Services, the percentage of companies reporting usage of Microsoft Word $t$ years since 1984 is given by, $P (t) = \frac{99.744}{1 + 3.014 e^{- 0.799 t}}$ .

b.Use a graphing utility to graph $P = P (t)$ .

To determine

To find: Word Users According to a survey by Olsten Staffing Services, the percentage of companies reporting usage of Microsoft Word $t$ years since 1984 is given by $P (t) = \frac{99.744}{1 + 3.014 e^{- 0.799 t}}$ .

c. What was the percentage of Microsoft Word users in 1990?

To determine

To find: Word Users According to a survey by Olsten Staffing Services, the percentage of companies reporting usage of Microsoft Word $t$ years since 1984 is given by $P (t) = \frac{99.744}{1 + 3.014 e^{- 0.799 t}}$ .

d. During what year did the percentage of Microsoft Word users reach $90 % ?$

To determine

To find: Word Users According to a survey by Olsten Staffing Services, the percentage of companies reporting usage of Microsoft Word $t$ years since 1984 is given by $P (t) = \frac{99.744}{1 + 3.014 e^{- 0.799 t}}$ .

e. Explain why the numerator given in the model is reasonable. What does it imply?

Expert Solution & Answer

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Check out a sample textbook solution

See solution

Answer 4

Question

Chapter 6.8, Problem 22AE

To determine

To find: Word Users According to a survey by Olsten Staffing Services, the percentage of companies reporting usage of Microsoft Word $t$ years since 1984 is given by $P (t) = \frac{99.744}{1 + 3.014 e^{- 0.799 t}}$ .

a. What is the growth rate in the percentage of Microsoft Word users?

To determine

To find: Word Users According to a survey by Olsten Staffing Services, the percentage of companies reporting usage of Microsoft Word $t$ years since 1984 is given by, $P (t) = \frac{99.744}{1 + 3.014 e^{- 0.799 t}}$ .

b.Use a graphing utility to graph $P = P (t)$ .

To determine

To find: Word Users According to a survey by Olsten Staffing Services, the percentage of companies reporting usage of Microsoft Word $t$ years since 1984 is given by $P (t) = \frac{99.744}{1 + 3.014 e^{- 0.799 t}}$ .

c. What was the percentage of Microsoft Word users in 1990?

To determine

To find: Word Users According to a survey by Olsten Staffing Services, the percentage of companies reporting usage of Microsoft Word $t$ years since 1984 is given by $P (t) = \frac{99.744}{1 + 3.014 e^{- 0.799 t}}$ .

d. During what year did the percentage of Microsoft Word users reach $90 % ?$

To determine

To find: Word Users According to a survey by Olsten Staffing Services, the percentage of companies reporting usage of Microsoft Word $t$ years since 1984 is given by $P (t) = \frac{99.744}{1 + 3.014 e^{- 0.799 t}}$ .

e. Explain why the numerator given in the model is reasonable. What does it imply?

Expert Solution & Answer

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Check out a sample textbook solution

See solution

Answer 5

Chapter 6.8, Problem 22AE

To determine

To find: Word Users According to a survey by Olsten Staffing Services, the percentage of companies reporting usage of Microsoft Word $t$ years since 1984 is given by $P (t) = \frac{99.744}{1 + 3.014 e^{- 0.799 t}}$ .

a. What is the growth rate in the percentage of Microsoft Word users?

To determine

To find: Word Users According to a survey by Olsten Staffing Services, the percentage of companies reporting usage of Microsoft Word $t$ years since 1984 is given by, $P (t) = \frac{99.744}{1 + 3.014 e^{- 0.799 t}}$ .

b.Use a graphing utility to graph $P = P (t)$ .

To determine

To find: Word Users According to a survey by Olsten Staffing Services, the percentage of companies reporting usage of Microsoft Word $t$ years since 1984 is given by $P (t) = \frac{99.744}{1 + 3.014 e^{- 0.799 t}}$ .

c. What was the percentage of Microsoft Word users in 1990?

To determine

To find: Word Users According to a survey by Olsten Staffing Services, the percentage of companies reporting usage of Microsoft Word $t$ years since 1984 is given by $P (t) = \frac{99.744}{1 + 3.014 e^{- 0.799 t}}$ .

d. During what year did the percentage of Microsoft Word users reach $90 % ?$

To determine

To find: Word Users According to a survey by Olsten Staffing Services, the percentage of companies reporting usage of Microsoft Word $t$ years since 1984 is given by $P (t) = \frac{99.744}{1 + 3.014 e^{- 0.799 t}}$ .

e. Explain why the numerator given in the model is reasonable. What does it imply?

Answer 6

Chapter 6.8, Problem 22AE

To determine

To find: Word Users According to a survey by Olsten Staffing Services, the percentage of companies reporting usage of Microsoft Word $t$ years since 1984 is given by $P (t) = \frac{99.744}{1 + 3.014 e^{- 0.799 t}}$ .

a. What is the growth rate in the percentage of Microsoft Word users?

Answer 7

Chapter 6.8, Problem 22AE

To determine

To find: Word Users According to a survey by Olsten Staffing Services, the percentage of companies reporting usage of Microsoft Word $t$ years since 1984 is given by $P (t) = \frac{99.744}{1 + 3.014 e^{- 0.799 t}}$ .

a. What is the growth rate in the percentage of Microsoft Word users?

Answer 8

To determine

To find: Word Users According to a survey by Olsten Staffing Services, the percentage of companies reporting usage of Microsoft Word $t$ years since 1984 is given by, $P (t) = \frac{99.744}{1 + 3.014 e^{- 0.799 t}}$ .

b.Use a graphing utility to graph $P = P (t)$ .

Answer 9

To determine

To find: Word Users According to a survey by Olsten Staffing Services, the percentage of companies reporting usage of Microsoft Word $t$ years since 1984 is given by, $P (t) = \frac{99.744}{1 + 3.014 e^{- 0.799 t}}$ .

b.Use a graphing utility to graph $P = P (t)$ .

Answer 10

To determine

To find: Word Users According to a survey by Olsten Staffing Services, the percentage of companies reporting usage of Microsoft Word $t$ years since 1984 is given by $P (t) = \frac{99.744}{1 + 3.014 e^{- 0.799 t}}$ .

c. What was the percentage of Microsoft Word users in 1990?

Answer 11

To determine

To find: Word Users According to a survey by Olsten Staffing Services, the percentage of companies reporting usage of Microsoft Word $t$ years since 1984 is given by $P (t) = \frac{99.744}{1 + 3.014 e^{- 0.799 t}}$ .

c. What was the percentage of Microsoft Word users in 1990?

Answer 12

To determine

To find: Word Users According to a survey by Olsten Staffing Services, the percentage of companies reporting usage of Microsoft Word $t$ years since 1984 is given by $P (t) = \frac{99.744}{1 + 3.014 e^{- 0.799 t}}$ .

d. During what year did the percentage of Microsoft Word users reach $90 % ?$

Answer 13

To determine

To find: Word Users According to a survey by Olsten Staffing Services, the percentage of companies reporting usage of Microsoft Word $t$ years since 1984 is given by $P (t) = \frac{99.744}{1 + 3.014 e^{- 0.799 t}}$ .

d. During what year did the percentage of Microsoft Word users reach $90 % ?$

Answer 14

To determine

To find: Word Users According to a survey by Olsten Staffing Services, the percentage of companies reporting usage of Microsoft Word $t$ years since 1984 is given by $P (t) = \frac{99.744}{1 + 3.014 e^{- 0.799 t}}$ .

e. Explain why the numerator given in the model is reasonable. What does it imply?

Answer 15

To determine

To find: Word Users According to a survey by Olsten Staffing Services, the percentage of companies reporting usage of Microsoft Word $t$ years since 1984 is given by $P (t) = \frac{99.744}{1 + 3.014 e^{- 0.799 t}}$ .

e. Explain why the numerator given in the model is reasonable. What does it imply?

Answer 16

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Answer 17

Expert Solution & Answer

Answer 18

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Answer 19

Ch. 6.1 - Find f(3) if f( x )=4 x 2 +5x . (pp. 202-206)Ch. 6.1 - Prob. 2AYP Ch. 6.1 - Prob. 3AYP Ch. 6.1 - Prob. 4CV Ch. 6.1 - Prob. 5CV Ch. 6.1 - Prob. 6CV Ch. 6.1 - If H=fg and H( x )= 254 x 2 , which of the...Ch. 6.1 - Prob. 8CV Ch. 6.1 - In Problems 9 and 10, evaluate each expression...Ch. 6.1 - In Problems 9 and 10, evaluate each expression...

Word Users According to a survey by Olsten Staffing Services, the percentage of companies reporting usage of Microsoft Word t years since 1984 is given by P ( t ) = 99.744 1 + 3.014 e − 0.799 t . a. What is the growth rate in the percentage of Microsoft Word users?

Solution Summary: The author explains that Olsten Staffing Services' percentage of Microsoft Word users since 1984 is 99.744 1 + 3.014 e 0.799.

Videos

To find: Word Users According to a survey by Olsten Staffing Services, the percentage of companies reporting usage of Microsoft Word $t$ years since 1984 is given by $P (t) = \frac{99.744}{1 + 3.014 e^{- 0.799 t}}$ .

a. What is the growth rate in the percentage of Microsoft Word users?

To find: Word Users According to a survey by Olsten Staffing Services, the percentage of companies reporting usage of Microsoft Word $t$ years since 1984 is given by, $P (t) = \frac{99.744}{1 + 3.014 e^{- 0.799 t}}$ .

b.Use a graphing utility to graph $P = P (t)$ .

To find: Word Users According to a survey by Olsten Staffing Services, the percentage of companies reporting usage of Microsoft Word $t$ years since 1984 is given by $P (t) = \frac{99.744}{1 + 3.014 e^{- 0.799 t}}$ .

c. What was the percentage of Microsoft Word users in 1990?

To find: Word Users According to a survey by Olsten Staffing Services, the percentage of companies reporting usage of Microsoft Word $t$ years since 1984 is given by $P (t) = \frac{99.744}{1 + 3.014 e^{- 0.799 t}}$ .

d. During what year did the percentage of Microsoft Word users reach $90 % ?$

To find: Word Users According to a survey by Olsten Staffing Services, the percentage of companies reporting usage of Microsoft Word $t$ years since 1984 is given by $P (t) = \frac{99.744}{1 + 3.014 e^{- 0.799 t}}$ .

e. Explain why the numerator given in the model is reasonable. What does it imply?

Want to see the full answer?

Chapter 6 Solutions

Word Users According to a survey by Olsten Staffing Services, the percentage of companies reporting usage of Microsoft Word t years since 1984 is given by P ( t ) = 99.744 1 + 3.014 e − 0.799 t . a. What is the growth rate in the percentage of Microsoft Word users?

Solution Summary: The author explains that Olsten Staffing Services' percentage of Microsoft Word users since 1984 is 99.744 1 + 3.014 e 0.799.

Videos

To find: Word Users According to a survey by Olsten Staffing Services, the percentage of companies reporting usage of Microsoft Word t years since 1984 is given by P( t ) = 99.744 1 + 3.014 e −0.799t . a. What is the growth rate in the percentage of Microsoft Word users?

To find: Word Users According to a survey by Olsten Staffing Services, the percentage of companies reporting usage of Microsoft Word t years since 1984 is given by, P( t ) = 99.744 1 + 3.014 e −0.799t . b.Use a graphing utility to graph P = P( t ) .

To find: Word Users According to a survey by Olsten Staffing Services, the percentage of companies reporting usage of Microsoft Word t years since 1984 is given by P( t ) = 99.744 1 + 3.014 e −0.799t . c. What was the percentage of Microsoft Word users in 1990?

To find: Word Users According to a survey by Olsten Staffing Services, the percentage of companies reporting usage of Microsoft Word t years since 1984 is given by P( t ) = 99.744 1 + 3.014 e −0.799t . d. During what year did the percentage of Microsoft Word users reach 90%?

To find: Word Users According to a survey by Olsten Staffing Services, the percentage of companies reporting usage of Microsoft Word t years since 1984 is given by P( t ) = 99.744 1 + 3.014 e −0.799t . e. Explain why the numerator given in the model is reasonable. What does it imply?

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Chapter 6 Solutions

To find: Word Users According to a survey by Olsten Staffing Services, the percentage of companies reporting usage of Microsoft Word $t$ years since 1984 is given by $P (t) = \frac{99.744}{1 + 3.014 e^{- 0.799 t}}$ .

a. What is the growth rate in the percentage of Microsoft Word users?

To find: Word Users According to a survey by Olsten Staffing Services, the percentage of companies reporting usage of Microsoft Word $t$ years since 1984 is given by, $P (t) = \frac{99.744}{1 + 3.014 e^{- 0.799 t}}$ .

b.Use a graphing utility to graph $P = P (t)$ .

To find: Word Users According to a survey by Olsten Staffing Services, the percentage of companies reporting usage of Microsoft Word $t$ years since 1984 is given by $P (t) = \frac{99.744}{1 + 3.014 e^{- 0.799 t}}$ .

c. What was the percentage of Microsoft Word users in 1990?

To find: Word Users According to a survey by Olsten Staffing Services, the percentage of companies reporting usage of Microsoft Word $t$ years since 1984 is given by $P (t) = \frac{99.744}{1 + 3.014 e^{- 0.799 t}}$ .

d. During what year did the percentage of Microsoft Word users reach $90 % ?$