Consider the following two 9-bit floating-point representations based on the IEEE floating-point format. 1. Format A • There is one sign bit. • There are k = 5 exponent bits. • The exponent bias is 15. • There are n= 3 fraction bits. 2. Format B • There is one sign bit. • There are k = 4 exponent bits. • The exponent bias is 7. • There are n = 4 fraction bits. 1 are, Below, you are given some bit patterns in Format A, and your task is to convert them to the closest value in Format B. If rounding is necessary, you should round toward +o. In addition, give the values of numbers given by the Format A and Format B bit patterns. Give these as whole numbers (e.g., 17) or as fractions (e.g., 17/64 or 17/2°).

How do you see the information included in an email when you read it? Which of these methods is the best time- and resource-effective approach to forward an email? Make a list of everything you've learned along the road and everything you've picked up along the way. What differentiates them from other things, and why are they so widespread in the world today? How many distinct levels of detail are there in models, or alternatively, how many distinct levels of abstraction can be found in models?

Explain in a few sentences what a technique is, and then continue to describe its three fundamental components.

What mental picture do you conjure up when you consider email? How do you get a message to the person it's meant for? Don't forget to write down all you've learned thus far. How important is it to understand the differences between the two? When compared to one another, how detailed (or abstract) are various models?