Question

Introduction The following equation can be used to calculate the standard deviation. s.d = \sqrt{\frac{(x_1-m)^2+(x_2-m)^2+...+(x_n-m)^2}{n}} (Equation 1) where n is the number of values and m is the mean value that can be calculated using the following equation The Programming Task m = \frac{x_1+x_2+...+x_n}{n} (Equation 2) In relation to the above equations, write a program that • Ask user to enter the total number of values that they want to calculate (n). n must be less than or equal to 100. • Read n from the user. • Ask the users to enter data, i.e., x1, x2 ... xn • Read data entered by user. Write two user-defined functions to, • calculate the mean, m. • calculate the standard deviation, s.d. Print to the screen: the entered values of array x, mean (m) and standard deviation (s). The print statement should be in the main function. Give the user a choice if they want to calculate other values (with new set of data) or exit the program.

          Introduction
The following equation can be used to calculate the standard deviation.
s.d = \sqrt{\frac{(x_1-m)^2+(x_2-m)^2+...+(x_n-m)^2}{n}}
(Equation 1)
where n is the number of values and m is the mean value that can be calculated using the following
equation
The Programming Task
m = \frac{x_1+x_2+...+x_n}{n}
(Equation 2)
In relation to the above equations, write a program that
• Ask user to enter the total number of values that they want to calculate (n). n must
be less than or equal to 100.
• Read n from the user.
• Ask the users to enter data, i.e., x1, x2 ... xn
• Read data entered by user.
Write two user-defined functions to,
• calculate the mean, m.
• calculate the standard deviation, s.d.
Print to the screen: the entered values of array x, mean (m) and standard deviation
(s). The print statement should be in the main function.
Give the user a choice if they want to calculate other values (with new set of data)
or exit the program.

Introduction
The following equation can be used to calculate the standard deviation.
s.d = √(((x1-m)^2+(x2-m)^2+...+(xn-m)^2)/(n))
(Equation 1)
where n is the number of values and m is the mean value that can be calculated using the following
equation
The Programming Task
m = (x1+x2+...+xn)/(n)
(Equation 2)
In relation to the above equations, write a program that
• Ask user to enter the total number of values that they want to calculate (n). n must
be less than or equal to 100.
• Read n from the user.
• Ask the users to enter data, i.e., x1, x2 ... xn
• Read data entered by user.
Write two user-defined functions to,
• calculate the mean, m.
• calculate the standard deviation, s.d.
Print to the screen: the entered values of array x, mean (m) and standard deviation
(s). The print statement should be in the main function.
Give the user a choice if they want to calculate other values (with new set of data)
or exit the program.

Added by Laura H.

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