The number of times the website is crashed when the number of visitors is 10 , 000 also calculates when visitors are 50 , 000 and 100 , 000 , if the model for frequency of crashes as the function of website traffic (thousands of visits per day) observed by the tech services manager is as follows, c ( x ) = { 0.03 x + 2 if 0 ≤ x ≤ 50 0.05 x + 1 if x > 50 Where the average number of crashes in a day is represented by c ( x ) and x is the number of visitors in thousands.

Question

On from the equation: 2 u = C₁ + C₂ Y + Czy + Cu y³ Find C₁, C₂, C3 and Cy Using these following Cases : (a) 4=0 at y=0 (b) U = U∞ at y = 8 du (c) at Y = S ду --y. ди = 0 at y = 0 буг

Answer 1

Question

Chapter 1, Problem 29RE

(a)

To determine

To calculate: The number of times the website is crashed when the number of visitors is 10,000 also calculates when visitors are 50,000 and 100,000, if the model for frequency of crashes as the function of website traffic (thousands of visits per day) observed by the tech services manager is as follows,

c(x)={0.03x+2 if 0≤x≤500.05x+1 if x>50

Where the average number of crashes in a day is represented by c(x) and x is the number of visitors in thousands.

(b)

To determine

The significance of the coefficient 0.03, if the model for frequency of crashes as the function of website traffic (thousands of visits per day) observed by the tech services manager is as follows,

c(x)={0.03x+2 if 0≤x≤500.05x+1 if x>50

Where the average number of crashes in a day is represented by c(x) and x is the number of visitors in thousands.

(c)

To determine

To calculate: The number of visitors on the website on Friday when the website was eight times down, if the model for frequency of crashes as the function of website traffic (thousands of visits per day) observed by the tech services manager is as follows,

c(x)={0.03x+2 if 0≤x≤500.05x+1 if x>50

Where the average number of crashes in a day is represented by c(x) and x is the number of visitors in thousands.

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On from the equation: 2 u = C₁ + C₂ Y + Czy + Cu y³ Find C₁, C₂, C3 and Cy Using these following Cases : (a) 4=0 at y=0 (b) U = U∞ at y = 8 du (c) at Y = S ду --y. ди = 0 at y = 0 буг

QI Find the first integral + (x°) ³ + x =0

Q1: solve the system y 2 In √√x² + y2 X y = −y + In √√x² + y2 and solve the linear part.

Answer 2

Question

Chapter 1, Problem 29RE

(a)

To determine

To calculate: The number of times the website is crashed when the number of visitors is 10,000 also calculates when visitors are 50,000 and 100,000, if the model for frequency of crashes as the function of website traffic (thousands of visits per day) observed by the tech services manager is as follows,

c(x)={0.03x+2 if 0≤x≤500.05x+1 if x>50

Where the average number of crashes in a day is represented by c(x) and x is the number of visitors in thousands.

(b)

To determine

The significance of the coefficient 0.03, if the model for frequency of crashes as the function of website traffic (thousands of visits per day) observed by the tech services manager is as follows,

c(x)={0.03x+2 if 0≤x≤500.05x+1 if x>50

Where the average number of crashes in a day is represented by c(x) and x is the number of visitors in thousands.

(c)

To determine

To calculate: The number of visitors on the website on Friday when the website was eight times down, if the model for frequency of crashes as the function of website traffic (thousands of visits per day) observed by the tech services manager is as follows,

c(x)={0.03x+2 if 0≤x≤500.05x+1 if x>50

Where the average number of crashes in a day is represented by c(x) and x is the number of visitors in thousands.

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Answer 3

Question

Chapter 1, Problem 29RE

(a)

To determine

To calculate: The number of times the website is crashed when the number of visitors is 10,000 also calculates when visitors are 50,000 and 100,000, if the model for frequency of crashes as the function of website traffic (thousands of visits per day) observed by the tech services manager is as follows,

c(x)={0.03x+2 if 0≤x≤500.05x+1 if x>50

Where the average number of crashes in a day is represented by c(x) and x is the number of visitors in thousands.

(b)

To determine

The significance of the coefficient 0.03, if the model for frequency of crashes as the function of website traffic (thousands of visits per day) observed by the tech services manager is as follows,

c(x)={0.03x+2 if 0≤x≤500.05x+1 if x>50

Where the average number of crashes in a day is represented by c(x) and x is the number of visitors in thousands.

(c)

To determine

To calculate: The number of visitors on the website on Friday when the website was eight times down, if the model for frequency of crashes as the function of website traffic (thousands of visits per day) observed by the tech services manager is as follows,

c(x)={0.03x+2 if 0≤x≤500.05x+1 if x>50

Where the average number of crashes in a day is represented by c(x) and x is the number of visitors in thousands.

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Answer 4

Question

Chapter 1, Problem 29RE

(a)

To determine

To calculate: The number of times the website is crashed when the number of visitors is 10,000 also calculates when visitors are 50,000 and 100,000, if the model for frequency of crashes as the function of website traffic (thousands of visits per day) observed by the tech services manager is as follows,

c(x)={0.03x+2 if 0≤x≤500.05x+1 if x>50

Where the average number of crashes in a day is represented by c(x) and x is the number of visitors in thousands.

(b)

To determine

The significance of the coefficient 0.03, if the model for frequency of crashes as the function of website traffic (thousands of visits per day) observed by the tech services manager is as follows,

c(x)={0.03x+2 if 0≤x≤500.05x+1 if x>50

Where the average number of crashes in a day is represented by c(x) and x is the number of visitors in thousands.

(c)

To determine

To calculate: The number of visitors on the website on Friday when the website was eight times down, if the model for frequency of crashes as the function of website traffic (thousands of visits per day) observed by the tech services manager is as follows,

c(x)={0.03x+2 if 0≤x≤500.05x+1 if x>50

Where the average number of crashes in a day is represented by c(x) and x is the number of visitors in thousands.

Expert Solution & Answer

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Answer 5

Chapter 1, Problem 29RE

(a)

To determine

To calculate: The number of times the website is crashed when the number of visitors is 10,000 also calculates when visitors are 50,000 and 100,000, if the model for frequency of crashes as the function of website traffic (thousands of visits per day) observed by the tech services manager is as follows,

c(x)={0.03x+2 if 0≤x≤500.05x+1 if x>50

Where the average number of crashes in a day is represented by c(x) and x is the number of visitors in thousands.

(b)

To determine

The significance of the coefficient 0.03, if the model for frequency of crashes as the function of website traffic (thousands of visits per day) observed by the tech services manager is as follows,

c(x)={0.03x+2 if 0≤x≤500.05x+1 if x>50

Where the average number of crashes in a day is represented by c(x) and x is the number of visitors in thousands.

(c)

To determine

To calculate: The number of visitors on the website on Friday when the website was eight times down, if the model for frequency of crashes as the function of website traffic (thousands of visits per day) observed by the tech services manager is as follows,

c(x)={0.03x+2 if 0≤x≤500.05x+1 if x>50

Where the average number of crashes in a day is represented by c(x) and x is the number of visitors in thousands.

Answer 6

Chapter 1, Problem 29RE

(a)

To determine

To calculate: The number of times the website is crashed when the number of visitors is 10,000 also calculates when visitors are 50,000 and 100,000, if the model for frequency of crashes as the function of website traffic (thousands of visits per day) observed by the tech services manager is as follows,

c(x)={0.03x+2 if 0≤x≤500.05x+1 if x>50

Where the average number of crashes in a day is represented by c(x) and x is the number of visitors in thousands.

Answer 7

Chapter 1, Problem 29RE

(a)

To determine

To calculate: The number of times the website is crashed when the number of visitors is 10,000 also calculates when visitors are 50,000 and 100,000, if the model for frequency of crashes as the function of website traffic (thousands of visits per day) observed by the tech services manager is as follows,

c(x)={0.03x+2 if 0≤x≤500.05x+1 if x>50

Where the average number of crashes in a day is represented by c(x) and x is the number of visitors in thousands.

Answer 8

(b)

To determine

The significance of the coefficient 0.03, if the model for frequency of crashes as the function of website traffic (thousands of visits per day) observed by the tech services manager is as follows,

c(x)={0.03x+2 if 0≤x≤500.05x+1 if x>50

Where the average number of crashes in a day is represented by c(x) and x is the number of visitors in thousands.

Answer 9

(b)

To determine

The significance of the coefficient 0.03, if the model for frequency of crashes as the function of website traffic (thousands of visits per day) observed by the tech services manager is as follows,

c(x)={0.03x+2 if 0≤x≤500.05x+1 if x>50

Where the average number of crashes in a day is represented by c(x) and x is the number of visitors in thousands.

Answer 10

(c)

To determine

To calculate: The number of visitors on the website on Friday when the website was eight times down, if the model for frequency of crashes as the function of website traffic (thousands of visits per day) observed by the tech services manager is as follows,

c(x)={0.03x+2 if 0≤x≤500.05x+1 if x>50

Where the average number of crashes in a day is represented by c(x) and x is the number of visitors in thousands.

Answer 11

(c)

To determine

To calculate: The number of visitors on the website on Friday when the website was eight times down, if the model for frequency of crashes as the function of website traffic (thousands of visits per day) observed by the tech services manager is as follows,

c(x)={0.03x+2 if 0≤x≤500.05x+1 if x>50

Where the average number of crashes in a day is represented by c(x) and x is the number of visitors in thousands.

Answer 12

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Solution Summary: The author calculates the number of times the website is crashed when the visitors are 10,000.

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