Which two equations make up the system of equations for this problem situation?
x+y=29x+y=29
x+y=222x+y=222
10x+6y=22210x+6y=222
10x+6y=2910x+6y=29
From the given problem situation, we need to determine the system of equations. A system of equations typically consists of two or more equations that are related to each other. In this case, we need to find two equations that can represent the problem situation.
To identify the correct equations, we can examine the options provided:
1) x+y=29
2) x+y=222
3) 10x+6y=222
4) 10x+6y=29
Upon reviewing these equations, it is clear that the equations which make up the system for this problem situation are:
1) x+y=29
3) 10x+6y=222
So, equations 1) and 3) compose the system of equations for this problem situation.