Question

2) J.P. is thinking of two numbers. The sum of the numbers is 163, and their difference is 33. Write two equations that would be used to find the two numbers. Variable: for Equation Variable: for Equation

Answer 1

To solve for the numbers J.P. is thinking of, we use the equations x + y = 163 and x - y = 33, which represent their sum and difference respectively.

Step-by-step explanation:

To find the two numbers J.P. is thinking of, we need to set up a system of equations based on the given information that the sum of the numbers is 163, and their difference is 33. Let's denote the two numbers as x and y.

The first equation will represent the sum of the numbers:

1) x + y = 163

The second equation will represent the difference between the numbers:

2) x - y = 33

Using these two equations, we can apply algebraic techniques such as substitution or elimination to solve for x and y. The solution to these equations will give us the two numbers J.P. is thinking of.

Answer 2

The sum of the numbers is 163

x+y= 163

their difference is 33

x-y= 33

Equations:

x+y= 163

x-y= 33