Sets and subsets
... • A set A is called an improper subset of B if every element of A is an element of B, where A may be whole of B. It is denoted by A B • In particular, A is an improper subset of A. It is denoted by A A • If A is a subset of B, then B is called a superset of A. is called ‘inclusion’ and is ca ...
... • A set A is called an improper subset of B if every element of A is an element of B, where A may be whole of B. It is denoted by A B • In particular, A is an improper subset of A. It is denoted by A A • If A is a subset of B, then B is called a superset of A. is called ‘inclusion’ and is ca ...
Domain and Range
... • Domain is the interval in the x-axis that has corresponding points in the graph • Range is the interval in the y-axis that has corresponding points in the graph ...
... • Domain is the interval in the x-axis that has corresponding points in the graph • Range is the interval in the y-axis that has corresponding points in the graph ...
Word - Hostos Community College
... BASIC DEFINITIONS AND PROPERTIES OF SET: 1. Define set, subset, proper subset, empty set, universal set 2. Describe sets by rule and roster 3. Define complement of a set 4. Find the number of subsets that can be formed from an indefinite set 5. Identify equivalent sets 6. Classify sets as finite or ...
... BASIC DEFINITIONS AND PROPERTIES OF SET: 1. Define set, subset, proper subset, empty set, universal set 2. Describe sets by rule and roster 3. Define complement of a set 4. Find the number of subsets that can be formed from an indefinite set 5. Identify equivalent sets 6. Classify sets as finite or ...
Introduction Sets and the Real Number System Sets: Basic Terms
... Pictorially, a non-empty set is represented by a circle-like closed figure inside a bigger rectangle. This is called a Venn diagram. See fig below ...
... Pictorially, a non-empty set is represented by a circle-like closed figure inside a bigger rectangle. This is called a Venn diagram. See fig below ...
Document
... Sets: Powerful tool in computer science to solve real world problems. The concepts of set and element have no clear-cut definition, except as they relate to each other. A set is a collection of elements or objects, and an element is a member of a set. Traditionally, sets are described by capital let ...
... Sets: Powerful tool in computer science to solve real world problems. The concepts of set and element have no clear-cut definition, except as they relate to each other. A set is a collection of elements or objects, and an element is a member of a set. Traditionally, sets are described by capital let ...
Test 3 review answers
... elements and is both symmetric and transitive but not reflexive. If it’s not possible, explain why not. This is not possible. Since it can’t be reflexive and must have three pairs then there must be a pair in which the two elements are not the same. Suppose that (a, b) R. Then symmetry means (b, a) ...
... elements and is both symmetric and transitive but not reflexive. If it’s not possible, explain why not. This is not possible. Since it can’t be reflexive and must have three pairs then there must be a pair in which the two elements are not the same. Suppose that (a, b) R. Then symmetry means (b, a) ...
Document
... A set A is countable if it is either finite or N is equivalent to A . Remark If an infinite set A is countable, then we can list its element as a sequence A a1 , a2 , a3 , . ...
... A set A is countable if it is either finite or N is equivalent to A . Remark If an infinite set A is countable, then we can list its element as a sequence A a1 , a2 , a3 , . ...
Full text
... as the number of ideals in a very simple poset, usually called a fence. The purpose of this note is not to prove new theorems about the sequence {Fn}. However, we wish to demonstrate that the approach has several advantages. By attaching to each Fibonacci number a geometrical object, the number gets ...
... as the number of ideals in a very simple poset, usually called a fence. The purpose of this note is not to prove new theorems about the sequence {Fn}. However, we wish to demonstrate that the approach has several advantages. By attaching to each Fibonacci number a geometrical object, the number gets ...