To: President of the Company
Dear Sir/Madam,
I am writing to explain the meaning behind the solutions to the inequality x < -10 or x ≥ 25. As you might be aware, this type of inequality means that there are only specific values of x that will make the inequality true.
In this particular case, any value of x that is less than -10 or greater than or equal to 25 will satisfy this inequality. This means that x can be any value outside of the range between -10 and 25, including negative numbers that are less than -10 or positive numbers that are 25 or greater.
To understand what this solution means, we can use an example. Let's assume that x is the number of products that need to be sold in a month for the company to break even. If x is less than -10, this would imply that the company is losing money every month. On the other hand, if x is 25 or greater, it would signify that the company is making a profit. Therefore, the solutions suggest that the company needs to increase sales by the necessary amount to move out of the loss-making zone (-10<x<25) and start making profits.
In conclusion, the solutions to the inequality x < -10 or x ≥ 25 are essential in understanding the range of x values that will satisfy the inequality. It helps the company to identify areas where it needs to increase sales to generate profits and make necessary changes to improve the bottom line.
I hope that this explanation helps to shed more light on the solution to this inequality. If you have any questions or require further clarification, please do not hesitate to contact me.
Sincerely,
[Your Name]