An inequality is defined as the expression that does not have equality sign joining the terms, but has the less than or greater than signs combining them. The objective of solving inequality is to find all the possible solutions of variables.
Absolute values in inequalities must not be left unnoticed in mathematical solutions. They may seem a bit tough to be handled; still their importance holds in the inequality.
Let us learn Solving Inequalities with absolute value. First notice all the possible procedures that are needed to be performed in inequality. These procedures are Math o...Read More
A linear equation is defined as an expression which includes a Combination of variables and constants and the degree of terms is one. Since an equation is represented by an equals to symbol according to which left hand side of the symbol must be equal to right hand side of the symbol. Similarly, an inequality is defined by two different symbols tha...Read More
Solving Inequalities Using Addition and Subtraction is quite interesting and important topic. Properties of inequalities are shown below:
Addition property of inequalities: for any number a, b, c
1: if a < b then a + c < b + c for example if 2, 3, 7 are three number where 2 < 3 then 2 + 7= 9 < 3 + 7 =10.
2: if a > b then a + c ...Read More
When two values are not equal to each other then we say that there is an inequality in both the values. Now we see the conditions of an inequality which are:
Suppose we have two variables ‘x’ and ‘y’;
If x ≠ y; which represents x is not equal to ‘y’;
Now we see solving multistep inequalities using addition and subtraction;
For solving multi step inequ...Read More
The Combination of two inequalities which join together by the word “and” or “or” is known to be compound inequalities. Then see what is the difference b/w “and” and “or”. The word “and” means Intersection, that means what is the common in the given both item and the word “or” refers to Union of two compound inequalities, if it is present in only one item. ...Read More
If we have two values and both the given values are not equal then we say that there is an inequality in both the values. Some of the conditions of an inequality are:
Suppose we have two variables ‘p’ and ‘q’;
If p ≠ q; which represents p is not equal to q;
And if p < q then we say that p is less than q;
And if p > q then we say tha...Read More