Question
Write an inequality to represent the following:
The cost of the item is more than $25.
- c < 25
- c = 25
- c ≥ 25
- c > 25
Hint:
Simply use the greater than sign to determine the inequality.
The correct answer is: c > 25
STEP BY STEP SOLUTION
The cost of an item is more than $25
Let the cost = c
cost is more than $25 so we will simply use the greater than sing to determine the inequality.
The inequality is c > 25.
Related Questions to study
Write an inequality to represent the following:
Up to 12 people can ride in the van.
Write an inequality to represent the following:
Up to 12 people can ride in the van.
Write an inequality to represent the following:
The number of quarters in the jar is less than 75.
Write an inequality to represent the following:
The number of quarters in the jar is less than 75.
Write an inequality to represent the following:
A value does not equal 
.
Write an inequality to represent the following:
A value does not equal .
Write an inequality to represent the following:
Sherry is not 4 years old.
Write an inequality to represent the following:
Sherry is not 4 years old.
Literal equations use both __________ and __________. [Understanding]
Literal equations use both __________ and __________. [Understanding]
A compound inequality including “or” has the solutions of ___________.
Whenever we solve questions of inequality, we have to check for the words “and” and “or”.
A compound inequality including “or” has the solutions of ___________.
Whenever we solve questions of inequality, we have to check for the words “and” and “or”.
Solve 32 < 2x < 46.
We have to follow the rules of inequalities to solve such questions. We have to swap the inequality when we divide it or multiply it by a negative number. In such questions, we find the values of the variables which makes the statement of inequalities true.
Solve 32 < 2x < 46.
We have to follow the rules of inequalities to solve such questions. We have to swap the inequality when we divide it or multiply it by a negative number. In such questions, we find the values of the variables which makes the statement of inequalities true.
Find the area of the right-angled triangle if the height is 11 units and the base is x units, given that the area of the triangle lies between 17 and 42 sq. units
For such questions, we should check the limits of the inequality. We should check the upper limit and lower limit.
Find the area of the right-angled triangle if the height is 11 units and the base is x units, given that the area of the triangle lies between 17 and 42 sq. units
For such questions, we should check the limits of the inequality. We should check the upper limit and lower limit.
The inequality that is represented by graph 2 is ______.
The inequality that is represented by graph 2 is ______.
The solution of 2 < x ≤ 8 is ________.
The solution of 2 < x ≤ 8 is ________.
Write the inequality represented by the graph
Write the inequality represented by the graph
Write an inequality to represent the following:
Any number greater than 5
It is used most often to compare two numbers on the number line by their size.
Write an inequality to represent the following:
Any number greater than 5
It is used most often to compare two numbers on the number line by their size.
What is the solution of 0.2 x -4 - 2x < - 0.4 and 3x + 2.7 <3 ?
We have to follow the rules of inequalities to solve such questions. We have to swap the inequality when we divide it or multiply it by a negative number. In such questions, we find the values of the variables which makes the statement of inequalities true.
What is the solution of 0.2 x -4 - 2x < - 0.4 and 3x + 2.7 <3 ?
We have to follow the rules of inequalities to solve such questions. We have to swap the inequality when we divide it or multiply it by a negative number. In such questions, we find the values of the variables which makes the statement of inequalities true.
Find the area of the right-angled triangle if the height is 5 units and the base is x units, given that the area of the triangle lies between 10 and 35 sq. units
An inequality is a relation which makes a non-equal comparison between two numbers or other mathematical expressions
Find the area of the right-angled triangle if the height is 5 units and the base is x units, given that the area of the triangle lies between 10 and 35 sq. units
An inequality is a relation which makes a non-equal comparison between two numbers or other mathematical expressions
Solve - 8 < 2 (x + 4) or - 3x + 4 > x - 4
Inequality reverse if we multiply both side with -1
Solve - 8 < 2 (x + 4) or - 3x + 4 > x - 4
Inequality reverse if we multiply both side with -1
