2. Say you're working in a floating point system with base () of 2, precision (p) of 3 and allowable exponents (e) from -1 to 1, as we discussed in class. There are only 25 numbers you can represent...


2. Say you're working in a floating point system with base ()<br>of 2, precision (p) of 3 and allowable exponents (e) from<br>-1 to 1, as we discussed in class. There are only 25<br>numbers you can represent in this system. What are<br>they? Remember that every number in a floating point<br>system can be represented as<br>+...+<br>Where d, =1 and d;=the i digit out of p-1 digits that the<br>computer uses to store the number.<br>

Extracted text: 2. Say you're working in a floating point system with base () of 2, precision (p) of 3 and allowable exponents (e) from -1 to 1, as we discussed in class. There are only 25 numbers you can represent in this system. What are they? Remember that every number in a floating point system can be represented as +...+ Where d, =1 and d;=the i digit out of p-1 digits that the computer uses to store the number.

Jun 11, 2022
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