You can determine the maximum and minimum possible values for a datatype based on the number of bits that it uses (I cover this in lecture, note it differs for unsigned compared with signed). The idea is to consider which bits should be 0 or 1 to achieve the maximum and minimum values, respectively. 1. For each type in the table, enter the minimum and maximum Base 10 values you can represent. Minimum (Base 10) Maximum (Base 10) Туре unsigned byte byte unsigned int int Note: You can express your answers as powers of 2 if you want.

Database System Concepts
7th Edition
ISBN:9780078022159
Author:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan
Publisher:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan
Chapter1: Introduction
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You can determine the maximum and minimum possible values for a datatype based on the number of
bits that it uses (I cover this in lecture, note it differs for unsigned compared with signed). The idea is to
consider which bits should be 0 or 1 to achieve the maximum and minimum values, respectively.
1. For each type in the table, enter the minimum and maximum Base 10 values you can represent.
Minimum (Base 10)
Maximum (Base 10)
Type
unsigned byte
byte
unsigned int
int
Note: You can express your answers as powers of 2 if you want.
Transcribed Image Text:You can determine the maximum and minimum possible values for a datatype based on the number of bits that it uses (I cover this in lecture, note it differs for unsigned compared with signed). The idea is to consider which bits should be 0 or 1 to achieve the maximum and minimum values, respectively. 1. For each type in the table, enter the minimum and maximum Base 10 values you can represent. Minimum (Base 10) Maximum (Base 10) Type unsigned byte byte unsigned int int Note: You can express your answers as powers of 2 if you want.
Expert Solution
Step 1: Concept of unsigned number and signed number:

The unsigned number is used to represent positive values and its range is o to 2^n -1 whereas the signed number is used to represent both positive and negative values with a range of -(2^(n-1)) to (2^(n-1) -1 ).

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