4E a)Suppose that a list contains integers that are in

W eekly Notes Math 1100.140,84 0 Week one Chapters p.1 The Real numbers and their properties p.2 Integer exponents and scientific notation  Solve vs. Simplify o Solve  Obtaining a value or a set of values, sometimes a graph or number line. An algebraic solution will include >, Implies o Є Element of o ⊂ Subset of o [ ] Includes endpoints o ( ) Does not include endpoints  Types of Real Numbers and Their Importance o Natural  N  Counting numbers, starting at 1  {1, 2, 3…} o Whole  W  Counting numbers, starting with 0  {0, 1, 2…} o Integer  Z  Whole numbers, including negatives  {…-1, 0, 1…} o Rational  Q  Any number that can be written as a ratio  .872, ½, .3 o Irrational  Q  Any number that cannot be written as a ration, i.e., not a rational number  √2, π P.1.1. 1. An integer that is not wh