- #Greater than less than equal to word problems how to
- #Greater than less than equal to word problems free
Given : The third piece has to be at least 5 cm longer than the second. Given : The total length of the board is 91 cm. Then, the lengths of the second and third piece are Let x be the length of the shortest piece What are the possible lengths for the shortest piece, if third piece is to be at least 5 cm longer than the second ? The second length is to be 3 cm longer than the shortest and third length is to be twice as the shortest.
So, John should score between 51 and 77 marks in his fifth paper.Ī man wants to cut three lengths from a single piece of board of length 91 cm. Let x be the marks scored by John in fifth paper. If he wants an average of greater than or equal to 75 marks and less than 80 marks, find the range of marks he should score in the fifth paper. In the first four papers each of 100 marks, John got 95, 72, 73, 83 marks. Therefore, the required pair of even integers is When x = 10, the possibles value of (x + 2) is There is only one even integer between 8 and 11.5 1) 4 a) Greater Than b) Less Than c) Equal To 2) 18 a) Greater Than b) Less Than c) Equal To 3) 10 a) Greater Than b) Less Than c) Equal To 4) 13 a) Greater Than b) Less Than c) Equal To 5) 15 a) Greater Than b) Less Than c) Equal. Given : Sum of the integers is less than 25.
Decompose numbers less than or equal to 10 into pairs in more than one way.
#Greater than less than equal to word problems free
In solving this kind of problems, when both the smaller and larger integers are less than 18, always we have to take the larger integer to form inequality. Check out these easy and fun FREE math word problems that are perfect for. Given : B oth the integers are smaller than 18. Let x be the smaller of the two consecutive odd positive integers. To solve word problems using linear inequalities, we have to model the information given in the question as linear inequalities and solve for unknown.įind all pairs of consecutive odd positive integers, both of which are smaller than 18, such that their sum is more than 20.
#Greater than less than equal to word problems how to
In this section, you will learn how to solve word problems using linear inequalities.
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