each) Find the decimal represented by the 32-bit single precision floating point number for the hexadecimal value C47CD000.Ħb) Convert the decimal real number 35.1875 to a binary floating point value.ħ) (5 pts.) Construct a truth table for the following Boolean function:Ĩa) (6 pts.) Simplify the following functional expression using Boolean algebra and its identities. Assume that all values are unsigned numbers.Ħa) (6 pts. Assume that all values are signed 2’s complement numbers.ĥ) (5 pts.) Perform the following binary division. If the result is negative, show the hex value with the negative sign.Ĥc) Perform the following binary multiplication. Indicate the result and whether there is overflow or not. Indicate the result and whether there is overflow or not.Ĥb) Perform the 2’s complement hexadecimal operation. each) Perform the 8-bit 2’s complement binary operation. it is on a computer using two’s complement representation? _Ĥ) (5 pts.it is on a computer using one’s complement representation? _.it is on a computer using signed-magnitude representation? _.it is interpreted as an unsigned number? _.each) What decimal value does the 8-bit binary number 10011110 have if: each) Represent the decimal number -89 in binary using 8-bit: each) Perform the following conversions:ģa) (2 pts. each) Define the following terms in 1-2 sentences. YOU MAY USE A CALCULATOR AND BOOLEAN LAWS SHEET. THERE ARE 12 QUESTIONS ON THIS EXAMINATION.
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