A real world problem that meet the given inequality is;
A company produces and sells custom-made t-shirts. The company has a minimum order requirement for bulk purchases. They state that for any order, the number of t-shirts must be greater than or equal to 25.
How to write a real world problem
A company produces and sells custom-made t-shirts. The company has a minimum order requirement for bulk purchases. They state that for any order, the number of t-shirts must be greater than or equal to 25.
Let's say you are a customer planning to place an order. You want to determine the maximum number of t-shirts you can order while still meeting the company's requirement that the quantity is greater than or equal to 25.
To solve this, you multiply the number of t-shirts you plan to order, denoted by x, by the property of the inequality.
The inequality is:
x ≥ 25
You want to find the maximum value of x that satisfies this inequality.
By using the multiplication property of inequalities, you know that you can multiply both sides of the inequality by any positive number without changing the direction of the inequality.
In this case, you want to multiply both sides by 1 to maintain the inequality:
1 * x ≥ 1 * 25
x ≥ 25
Therefore, the solution to the problem is x is greater than or equal to 25. You can order a maximum of 25 or more t-shirts to meet the company's requirement.
Write a real world problem involving multiplication properties of an inequality that would have the solution x is greater than or equal to 25.