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(Solved): 12.7 LAB: Multiplications and divisions using shift operations bitwise operations Shifting a posit ...
12.7 LAB: Multiplications and divisions using shift operations bitwise operations Shifting a positive integer left by i bits gives the same result as multiplying the same integer by \( 2^{i} \). \[ N \times 2^{i}=N<i \] Note: Shift-right performs an integer division; therefore, digits after the decimal point are ignored. Given an integer \( \mathrm{N} \) stored at memory address 5000 , write a program that stores the result of \( \mathrm{N} \times 8 \) at memory address 5004 and the result of N/16 at memory address 5008 . Ex: If the content at memory address 5000 is initialized in the simulator as 64 , the data memory will contain:
Expert Answer
Answer): 12.7): The integer N is: 64. Here we initially stored the data 64 at addresses 5000. Then we need to perform the multiplication between 8×64=