Question: QUESTION 4 a) Design and build a creative mathematical equation that can give an output represented as ALIF based on the equation below 5+ 10K

QUESTION 4 a) Design and build a creative mathematical equation that can give an output represented as ALIF based on the equation below 5+ 10K ALIF = 3 The development of ALIF output equation is based on Arithmetic Instruction Sets provided by 68000 Instruction Sets manual. Store the answer at address $2000 and the remainder at any data register. Treat all numbers as unsigned number. (10 marks) b) A Microprocessor Program's Instruction Sets the origin at any selected address Define an unknown, A, B and C and stored in 4 bytes of memory Build a loop of not equal to zero for the C, If C is not equal to zero, multiply A with B and stored at B. Deduct C by 1, until it is equal to zero before continuing, Choose any additional instruction except Instruction of Subtraction and Division so that B is smaller than A. Explain your answer and stored the best answer at Y. Build a flowchart and write down an assembly program represent of the statement above. QUESTION 4 a) Design and build a creative mathematical equation that can give an output represented as ALIF based on the equation below 5+ 10K ALIF = 3 The development of ALIF output equation is based on Arithmetic Instruction Sets provided by 68000 Instruction Sets manual. Store the answer at address $2000 and the remainder at any data register. Treat all numbers as unsigned number. (10 marks) b) A Microprocessor Program's Instruction Sets the origin at any selected address Define an unknown, A, B and C and stored in 4 bytes of memory Build a loop of not equal to zero for the C, If C is not equal to zero, multiply A with B and stored at B. Deduct C by 1, until it is equal to zero before continuing, Choose any additional instruction except Instruction of Subtraction and Division so that B is smaller than A. Explain your answer and stored the best answer at Y. Build a flowchart and write down an assembly program represent of the statement above
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