Question: Use the given Sets to answer each part of the questions below. Also show the steps followed to answer each que
Posted: Fri Jul 08, 2022 6:16 am
Question: Use the given Sets to answer each part of thequestions below. Also show the steps followed to answer eachquestion.
Set#2 - Segment:Offset Addresses: E5C3:900B A665:AB2ESet#3 - 20-bit Address: A55FFhSet#4 - Real Numbers: 90.33Set#5 - Real Numbers: 0 01111110 10010000000000000000000bSet#6 - Real Number for IEEE-Double Precision: -357.68
1. Convert both HEX segment-offset addresses in Set#2 to a20-bit linear address stated as aHEX value.
2. Using the linear addresses provided in Set#3, provide fivesegment-offset addresses whichmeet the following requirements:a. One of the combinations must have the smallest possibleoffset.b. One of the combinations must have the smallest possiblesegment.c. One of the combinations must have 8 different digitvalues.d. The final two combinations can not contain a zero.
3. Using the real number provided in Set #4, answer the questionswhich follow:a) What is the sign bit?b What is the binary value of the whole number part of thenumber?c) What is the binary value of the fractional part of thenumber?d) What is the normalized representation of the number in binary(don’t forget the sign)?e) What is the biased exponent value as a binary number?f) the Single Precision IEEE Binary Format Real numberrepresentation for each.
4. The number in Set #5 represents a real number stored in IEEESingle precision format.Convert this number to its equivalent base 10 value.a) What is the sign?b) What is the biased exponent value?c) What is the unbiased exponent value?d) What is the normalized representation of the number inbinary?e) What is the unnormalized representation of the number inbinary?f) What is the decimal value of the whole number part of thenumber?g) What is the decimal value of the fractional part of thenumber?h) What is the real number in base 10 (don’t forget the sign)?
5. The IEEE-Double Precision format is similar to the IEEE-SinglePrecision format except thatthe biased exponent is 11 bits instead of 8, the bias value is 1023instead of 127, and thefractional component is 52 bits instead of 23. Using thisinformation, store the number in Set#6 into IEEE-Double Precision format.Just like in question #15, answer the questions which follow:a) What is the sign bit?b) What is the binary value of the whole number part of thenumber?c) What is the binary value of the fractional part of thenumber?d) What is the normalized representation of the number in binary(don’t forget the sign)?e) What is the biased exponent value as an 11-bit binarynumber?f) The Double Precision IEEE Binary Format Real numberrepresentation.
Set#2 - Segment:Offset Addresses: E5C3:900B A665:AB2ESet#3 - 20-bit Address: A55FFhSet#4 - Real Numbers: 90.33Set#5 - Real Numbers: 0 01111110 10010000000000000000000bSet#6 - Real Number for IEEE-Double Precision: -357.68
1. Convert both HEX segment-offset addresses in Set#2 to a20-bit linear address stated as aHEX value.
2. Using the linear addresses provided in Set#3, provide fivesegment-offset addresses whichmeet the following requirements:a. One of the combinations must have the smallest possibleoffset.b. One of the combinations must have the smallest possiblesegment.c. One of the combinations must have 8 different digitvalues.d. The final two combinations can not contain a zero.
3. Using the real number provided in Set #4, answer the questionswhich follow:a) What is the sign bit?b What is the binary value of the whole number part of thenumber?c) What is the binary value of the fractional part of thenumber?d) What is the normalized representation of the number in binary(don’t forget the sign)?e) What is the biased exponent value as a binary number?f) the Single Precision IEEE Binary Format Real numberrepresentation for each.
4. The number in Set #5 represents a real number stored in IEEESingle precision format.Convert this number to its equivalent base 10 value.a) What is the sign?b) What is the biased exponent value?c) What is the unbiased exponent value?d) What is the normalized representation of the number inbinary?e) What is the unnormalized representation of the number inbinary?f) What is the decimal value of the whole number part of thenumber?g) What is the decimal value of the fractional part of thenumber?h) What is the real number in base 10 (don’t forget the sign)?
5. The IEEE-Double Precision format is similar to the IEEE-SinglePrecision format except thatthe biased exponent is 11 bits instead of 8, the bias value is 1023instead of 127, and thefractional component is 52 bits instead of 23. Using thisinformation, store the number in Set#6 into IEEE-Double Precision format.Just like in question #15, answer the questions which follow:a) What is the sign bit?b) What is the binary value of the whole number part of thenumber?c) What is the binary value of the fractional part of thenumber?d) What is the normalized representation of the number in binary(don’t forget the sign)?e) What is the biased exponent value as an 11-bit binarynumber?f) The Double Precision IEEE Binary Format Real numberrepresentation.