CGS3269.Fall06.HW1 - complement representation : (15...

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UCF School of Computer Science CGS 3269 Computer Architecture Fall 2006 DUE 10/25/06 (In class) 1. Using 4 bit numbers(for example (5) 10 = ( 0101) 2 Write all positive numbers and all negative numbers that can be represented with four bits in sign-magnitude, one’s complement, and two’s complement. (20 points) 2. Using binary numbers of 8 bits(i.e. (28) 10 = ( 0001 1100) 2 ). Write the numbers from (1) 10 to (20) 10 in binary, octal, and hexadecimal. (15 points) 3. Convert: (10 points, you should include your process of solving the problem) a) from (18) 10 to (?) 2 b) from (10011100011) 2 to (?) 16 c) from (10011100011) 2 to (?) 8 d) from (10011100011) 2 to (?) 10 4. Convert to binary and solve the following arithmetic operations using one’s complement representation : (15 points, you should include your process of solving the problem) a) (18) 10 + (13) 10 b) (18) 10 - (13) 10 c) -(18) 10 - (13) 10 5. Convert to binary and solve the following arithmetic operations using two’s
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Unformatted text preview: complement representation : (15 points, you should include your process of solving the problem) a) (18) 10 + (13) 10 b) (18) 10- (13) 10 c)-(18) 10- (13) 10 6. Using the assembly language explained in class, write a program that computes the following expression: z (a + b) * (c – d). The computer will read in the input values (a, b, c, and d) from the keyboard, and all the input values and the final result (z) have to be printed out on the printer. In addition, every time an input value is read in, it must be displayed on the screen. Remember that the instruction set does not have an instruction to execute multiplication. Use the instructions IN <value>, to input a value from the keyboard into the accumulator, SCREEN <A> to display the content of the accumulator on the screen, and PRINT<A> to send the content of the accumulator to the printer.(25 points)...
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This note was uploaded on 06/13/2011 for the course CGS 3269 taught by Professor Staff during the Spring '08 term at University of Central Florida.

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