The problem is to find $x$ so that $114+x = 115$. Then, find $y$ so that $x+y = 115$.

1. Problem Description

The problem is to find $x$ so that $114+x = 115$. Then, find $y$ so that $x+y = 115$.

2. Solution Steps

First, we solve for $x$ in the equation $114+x=115$.

Subtract 114 from both sides:

$114+x-114 = 115-114$

$x = 1$

Next, we solve for $y$ in the equation $x+y=115$, where $x=1$.

Substitute $x=1$ into the equation:

$1+y=115$

Subtract 1 from both sides:

$1+y-1=115-1$

$y=114$

3. Final Answer

$x=1$

$y=114$