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The mathematical Factorial (n!) function takes a value n, and produces: n.(n-1).(n 2) .....1 We can define Factorial recursively so that that: n! = n.
The mathematical Factorial (n!) function takes a value n, and produces: n.(n-1).(n 2) .....1 We can define Factorial recursively so that that: n! = n. (n-1)!, and that 1!= 1 Write a recursive Factorial program in ARM assembly that works for any n. For testing purposes, use n = 7. What is the prologue, and epilogue of your Factorial function calls? Within the prologue, identify the instructions responsible for stacking the return address and those responsible for creating automatic variables. Within the epilogue, identify those instructions responsible for unstacking the return address, and those responsible for deallocating automatic variables
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