2. Modular arithmetic Write a function that returns the result of any integer modulo of n (i.e., reduce the integer modulo n). Note that the C++ operator % can be used, but it returns a negative value, for example, -1 % 3 yields -1, so we need to do something adjustment (recall that -1 mod 3 = 2 because -1= (-1)×3+2). Therefore, we will use the mod() function from this step to implement the later encode() and decode() functions. /* precondition: n is greater than 1,a can be negative postcondition: return a mod n (as defined in class) a mod n = r if and only if a = nk+r, 0 =< r < n (note that r needs to be non-negative). */ int mod (int a, int n);   -Please write in

C++ for Engineers and Scientists
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ISBN:9781133187844
Author:Bronson, Gary J.
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Chapter6: Modularity Using Functions
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2. Modular arithmetic

Write a function that returns the result of any integer modulo of n (i.e., reduce the
integer modulo n). Note that the C++ operator % can be used, but it returns a negative
value, for example, -1 % 3 yields -1, so we need to do something adjustment (recall
that -1 mod 3 = 2 because -1= (-1)×3+2). Therefore, we will use the mod() function
from this step to implement the later encode() and decode() functions.

/* precondition: n is greater than 1,a can be negative
postcondition: return a mod n (as defined in class)
a mod n = r if and only if a = nk+r, 0 =< r < n (note that
r needs to be non-negative).
*/
int mod (int a, int n);

 

-Please write in c++

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ISBN:
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