3) Write a code to perform the following:- A) Set bit 7 (the most significant bit)...

 

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3) Write a code to perform the following:- A) Set bit 7 (the most significant bit) of memory location $1000 and leave the other bits unaffected. B) Clear bit 0 (the least significant bit) of memory location $1001 and leave the other bits unaffected. C) Toggle the bits 2 and 1 of register A. (For example, 5-00000101 in binary-would become 3-00000011 in binary.) D) Clear the C, H, and V condition code register bits but leave the others unaffected. E) Set the C and I condition code register bits but leave the others unaffected. F) Divide the unsigned 8-bit binary number in register A by 2. (For example, if A = 8, it would be 4 after division.) G) Divide the signed 8-bit binary number in register A by 2. (For example, if A = -4, it would be -2 after division.) H) Multiply the 8-bit binary number in register A by 2. (For example, if A = 8, it would be 16 after multiplication). I) If A is an even number, convert it to the next bigger odd number. (For example, a 4 would become a 5.) Hint: this can be done putting 1 in bit 0. 3) Write a code to perform the following:- A) Set bit 7 (the most significant bit) of memory location $1000 and leave the other bits unaffected. B) Clear bit 0 (the least significant bit) of memory location $1001 and leave the other bits unaffected. C) Toggle the bits 2 and 1 of register A. (For example, 5-00000101 in binary-would become 3-00000011 in binary.) D) Clear the C, H, and V condition code register bits but leave the others unaffected. E) Set the C and I condition code register bits but leave the others unaffected. F) Divide the unsigned 8-bit binary number in register A by 2. (For example, if A = 8, it would be 4 after division.) G) Divide the signed 8-bit binary number in register A by 2. (For example, if A = -4, it would be -2 after division.) H) Multiply the 8-bit binary number in register A by 2. (For example, if A = 8, it would be 16 after multiplication). I) If A is an even number, convert it to the next bigger odd number. (For example, a 4 would become a 5.) Hint: this can be done putting 1 in bit 0.