1. Design a C++ program named (permu_combi.cpp), that presents a menu to select to calculatepermutation or combination for two integers, as exampleThe menu will show:Notes:●●●●●Please select:1. Calculate Permutation2. Calculate Combination0. ExitPermutation P formula is: P(a, b)Combination C formula is: C (a, b)=a!(a-b)!P(a,b)b!Where x! = (x) * (x − 1) * (x − 2)... (3) * (2) * (1)Break the program into functions/sub-components, at least 3 (main as default,permutation calculation, and combination calculation)These functions/sub-components must all have the appropriate parameters.Upload the C++ source file (permu_combi.cpp),

From the given question we can understand this we have to solve with functions. //main function int…

1. Design a C++ program named (permu_combi.cpp), that presents a menu to select to calculate permutation or combination for two integers, as example The menu will show: Notes: ● ● ● ● ● Please select: 1. Calculate Permutation 2. Calculate Combination 0. Exit a! (a-b)! P(a,b) Permutation P formula is: P(a, b) = Combination C formula is: C (a, b) = b! Where x!= (x) * (x - 1)*(x-2)... (3) * (2) * (1) Break the program into functions/sub-components, at least 3 (main as default, permutation calculation, and combination calculation) These functions/sub-components must all have the appropriate parameters. Upload the C++ source file (permu_combi.cpp),

1. Design a C++ program named (permu_combi.cpp), that presents a menu to select to calculate permutation or combination for two integers, as example The menu will show: Notes: ● ● ● ● ● Please select: 1. Calculate Permutation 2. Calculate Combination 0. Exit a! (a-b)! P(a,b) Permutation P formula is: P(a, b) = Combination C formula is: C (a, b) = b! Where x!= (x) * (x - 1)(x-2)... (3) (2) * (1) Break the program into functions/sub-components, at least 3 (main as default, permutation calculation, and combination calculation) These functions/sub-components must all have the appropriate parameters. Upload the C++ source file (permu_combi.cpp),

Programming Logic & Design Comprehensive

9th Edition

ISBN:9781337669405

Author:FARRELL

Publisher:FARRELL

Chapter6: Arrays

Section: Chapter Questions

Problem 7RQ

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