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Here we will see how to get the unit place digit of the sum of N factorials. So if N is 3, then after getting sum, we will get 1! + 2! + 3! = 9, this will be the result, for N = 4, it will be 1! + 2! + 3! + 4! = 33. so unit place is 3. If we see this clearly, then as the factorials of N > 5, the unit place is 0, so after 5, it will not contribute to change the unit place. For N = 4 and more, it will be 3. We can make a chart for the unit place, and that will be used in the program.

#include<iostream> #include<cmath> using namespace std; double getUnitPlace(int n) { int placeVal[5] = {-1, 1, 3, 9, 3}; if(n > 4){ n = 4; } return placeVal[n]; } int main() { for(int i = 1; i<10; i++){ cout << "Unit place value of sum of factorials when N = "<<i<<" is: " << getUnitPlace(i) << endl; } }

Unit place value of sum of factorials when N = 1 is: 1 Unit place value of sum of factorials when N = 2 is: 3 Unit place value of sum of factorials when N = 3 is: 9 Unit place value of sum of factorials when N = 4 is: 3 Unit place value of sum of factorials when N = 5 is: 3 Unit place value of sum of factorials when N = 6 is: 3 Unit place value of sum of factorials when N = 7 is: 3 Unit place value of sum of factorials when N = 8 is: 3 Unit place value of sum of factorials when N = 9 is: 3

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