The equation "Y < 3x + 1" is a inequality that involves the variables Y and x. The inequality symbol "<" indicates that Y is less than 3x + 1.
Without any additional information about the values of Y and x, it is not possible to determine the specific values of these variables that satisfy the inequality. In order to find the values of Y and x that satisfy the inequality, you would need to either solve the inequality for a specific value of x or set up a table of values and test different combinations of Y and x to see which ones satisfy the inequality.
For example, if you set x = 1, the inequality becomes "Y < 3(1) + 1", or "Y < 4". This means that any value of Y that is less than 4 will satisfy the inequality. On the other hand, if you set x = 2, the inequality becomes "Y < 3(2) + 1", or "Y < 7". This means that any value of Y that is less than 7 will satisfy the inequality.
Without more information, it is not possible to determine the specific values of Y and x that satisfy the inequality "Y < 3x + 1".