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Problem Definition The Gaussian distribution is given by: (t) == ¹ __e-² (²-²) ² o√2π Where μ, is the mean, sd, is the standard deviation, and t, is the variable of the function; e is the exponential function and = 3.1415 (Note: pi constant) GIN C:\WINDOWS\system32\cmd.exe Enter mean: 1.4 Enter standard deviation (sd) Enter time: 0.95 f(t) Write a C++ program that asks the user to enter the values of μ, s, and t; then calculates and prints the value of f(t). Use the C++ function 'exp' to compute the exponential of x (e). Your program should: a) Use appropriate variable names, and meaningful comments to describe the algorithm. b) Use appropriate messages and a suitable format to display the result (see Figure 1) c) Display the floating-point numbers up to 3 decimal places. f(t) -0.030 Press any key to continue : 0.15 Figure.1: Sample output Deliverable: 1) Name your program file including HW1_SEC** *****.cpp where ** and ***** are your SECTION and student ID number respectively. For example a student from section 10 with ID 75600 should name his C++ source code "HW1 SEC10_75600.cpp". 2) Upload.cpp of your program through Moodle before the due date.

Problem Definition The Gaussian distribution is given by: (t) == ¹ __e-² (²-²) ² o√2π Where μ, is the mean, sd, is the standard deviation, and t, is the variable of the function; e is the exponential function and = 3.1415 (Note: pi constant) GIN C:\WINDOWS\system32\cmd.exe Enter mean: 1.4 Enter standard deviation (sd) Enter time: 0.95 f(t) Write a C++ program that asks the user to enter the values of μ, s, and t; then calculates and prints the value of f(t). Use the C++ function 'exp' to compute the exponential of x (e). Your program should: a) Use appropriate variable names, and meaningful comments to describe the algorithm. b) Use appropriate messages and a suitable format to display the result (see Figure 1) c) Display the floating-point numbers up to 3 decimal places. f(t) -0.030 Press any key to continue : 0.15 Figure.1: Sample output Deliverable: 1) Name your program file including HW1_SEC** *****.cpp where ** and ***** are your SECTION and student ID number respectively. For example a student from section 10 with ID 75600 should name his C++ source code "HW1 SEC10_75600.cpp". 2) Upload.cpp of your program through Moodle before the due date.

Computer Networking: A Top-Down Approach (7th Edition)
Computer Networking: A Top-Down Approach (7th Edition)
7th Edition
ISBN:9780133594140
Author:James Kurose, Keith Ross
Publisher:James Kurose, Keith Ross
Chapter1: Computer Networks And The Internet
Section: Chapter Questions
Problem R1RQ: What is the difference between a host and an end system? List several different types of end...
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Problem Definition The Gaussian distribution is given by: Where μ, is the mean, sd, is the standard deviation, and t, is the variable of the function; e is the exponential function and = 3.1415 (Note: pi constant) f(t)=¹_e-² (²-4)³² o√2π Write a C++ program that asks the user to enter the values of μ, s, and t; then calculates and prints the value of f(t). Use the C++ function 'exp' to compute the exponential of .x (e). Your program should: a) Use appropriate variable names, and meaningful comments to describe the algorithm. b) Use appropriate messages and a suitable format to display the result (see Figure 1) c) Display the floating-point numbers up to 3 decimal places. GAN C:\WINDOWS\system32\cmd.exe Enter mean: 1.4 Enter standard deviation (sd) Enter time: 0.95 f(t) -0.030 Press any key to continue. : 0.15 Figure.1: Sample output Deliverable: 1) Name your program file including HW1_SEC**_*****.cpp where ** and ***** are your SECTION and student ID number respectively. For example a student from section 10 with ID 75600 should name his C++ source code "HW1 SEC10_75600.cpp". 2) Upload.cpp of your program through Moodle before the due date.
Transcribed Image Text:Problem Definition The Gaussian distribution is given by: Where μ, is the mean, sd, is the standard deviation, and t, is the variable of the function; e is the exponential function and = 3.1415 (Note: pi constant) f(t)=¹_e-² (²-4)³² o√2π Write a C++ program that asks the user to enter the values of μ, s, and t; then calculates and prints the value of f(t). Use the C++ function 'exp' to compute the exponential of .x (e). Your program should: a) Use appropriate variable names, and meaningful comments to describe the algorithm. b) Use appropriate messages and a suitable format to display the result (see Figure 1) c) Display the floating-point numbers up to 3 decimal places. GAN C:\WINDOWS\system32\cmd.exe Enter mean: 1.4 Enter standard deviation (sd) Enter time: 0.95 f(t) -0.030 Press any key to continue. : 0.15 Figure.1: Sample output Deliverable: 1) Name your program file including HW1_SEC**_*****.cpp where ** and ***** are your SECTION and student ID number respectively. For example a student from section 10 with ID 75600 should name his C++ source code "HW1 SEC10_75600.cpp". 2) Upload.cpp of your program through Moodle before the due date.
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