This code initially states that n=10 and f=n. Once the code enters the while loop, it stays in the while loop until the condition n>1 is not true. n is subtracted by 1 every iteration. This means that f = 1098764321. With 9,8,7,6,5,4,3,2, and 1 being repeated n values. The disp (f) command displays the value of f after the while loop, which is equal to (n!).

Question

Engineering

Raisin

22 February, 02:59

This code initially states that n=10 and f=n. Once the code enters the while loop, it stays in the while loop until the condition n>1 is not true. n is subtracted by 1 every iteration. This means that f = 1098764321. With 9,8,7,6,5,4,3,2, and 1 being repeated n values. The disp (f) command displays the value of f after the while loop, which is equal to (n!).

+3

Answers (1)

Know the Answer?

Reina Mcintyre · Answer 1

n = 10; f = n; while (n > 1) n = n - 1; f = f * n; end disp (f);

Explanation:

The solution code is written in Matlab.

Firstly, we initialize n to 10 and set n to f variable (Line 1-2).

Next, create a while loop that will continue to loop until n is equal or smaller than one. In the loop, decrement n by one and multiply n with current f_variable.

At last display value of f. The output is 3628800.