The perimeter of a square is the total distance or length of all squares sides of the square. A square is a special rectangle with all sides equal. The diagonals of squares bisect or cut each other at right angles (90°). A square has four lines of symmetry and the diagonals also bisect the opposite … Read more
The area of a rectangle is the amount of surface that is enclosed between the boundaries. The rectangle is a closed figure which has four sides with two opposite sides being equal and all the sides at right angles (90°) to each other. This page will discuss the area of a rectangle in detail. What … Read more
The perimeter of a rectangle is the distance around the figure. A rectangle is a four-sided plane figure with all its sides at right angles (90°) with each other, and the opposite side is equal. On this page, we will discuss the perimeter of a rectangle in detail. What is the perimeter of a rectangle? … Read more
The closure property states that when elements of a set are performed on an arithmetic operation (addition (+), Subtraction(-) and multiplication(×) ) and the results are still a member of the given set then the set is close under that operation. Closure property applies to addition, Subtraction and multiplication. Let’s look at closure property in … Read more
The distributive property in mathematics states that multiplying the sum of two or more numbers will have the same results as multiplying the individual addends and finding the sum. The distributive property applies to Subtraction and addition. Let’s look at distributive property in detail. what is distributive property? Distributive property in math states that multiplying … Read more
Associative property in mathematics says that when multiplying or adding three or more numbers, the result remains unchanged no matter how the numbers are grouped. In associative property, the addends or multiplicand position can change but the results will still be the same. The associative property applies to only addition and multiplication. Let’s look at … Read more
There are four basic operations in mathematics, addition (+), Multiplication (×), Division (÷), and subtraction (-). Commutative property deal with addition and multiplication. The commutative property does not work in Subtraction and Division. These four basic operations in mathematics (+,-,÷,×) combined two sets of numbers to give a result. For example 2+4=6 or 2×4=8. This … Read more
The properties of set operations are similar to basic mathematics operations. Sets are defined as a collection of well-defined objects of the same kind. In this article, we will be looking at set operations and the properties of set operations. set operations There are three main sets of operations in mathematics. This includes the Intersection … Read more
If set Q is a subset of the universal set ∪, then the complement of the set Q is the set of objects or members which belongs to the universal set ∪ but do not belong to the set Q. The universal set is a set that contains all elements in other sets and all … Read more
The union of a collection of sets refers to all elements in the collection. Union set is a set form from putting all the objects of two or more sets together. The mathematically, union set is denoted as ∪ . The symbol ∪ means “union of”. For example, A ∪ B means A union B. … Read more