We are given that SPEED LIMIT is 80 and the Minimum speed is 75.
A SPEED LIMIT of 80 means that the speed must be less than 80.
Mathematically,
![x<80](https://img.qammunity.org/2023/formulas/mathematics/college/nmef0aa8s7zdagbvbh2uhgcbzbmfvxn8nl.png)
A MINIMUM speed of 75 means that the speed must be greater than 75.
Mathematically,
![x>75](https://img.qammunity.org/2023/formulas/mathematics/college/lueubrrdfg6che5nnq1vjmwm6yn24twddq.png)
Therefore, we can write the above inequalities as,
[tex]75Therefore, the above inequality describes the given scenario in the question.
The speed x must be less than 80 and greater than 75.
The correct option seems to be option D.