Step-by-step explanation
The question wants us to determine the inequality that can be used to resolve the number of calories allowed per meal
We are told that the total number of calories has to be fewer than 4200 calories
Also, we are told that he already had 1620 calories for dinner
Then, he has 5 more meals
Let x represent the number of calories per meal
Thus, we can have the inequality:

To resolve, we will collect like terms

Then, we will divide both sides by 5

Thus, the number of calories per meal should be less than 516 calories per meal