We have a system of two equations: 1) X + 1 = y; 2) X − 5 = 3 Step 1: Solve the second equation for X. X − 5 = 3 Add 5 to both sides of the equation: X = 3 + 5; X = 8 Step 2: Substitute the value of X into the first equation to find y. X + 1 = y; Substitute X = 8: 8 + 1 = y; y = 9; So, the solution to the system of equations is X=8 and y=9. The values are X=8 and y=9. X=8, y=9

X plus 1 =y X−5=3

April 5, 2026Mathematics

ScanSolve AI Answer

Answer

X=8, y=9

Step-by-step solution

2 steps

We have a system of two equations:

$X + 1 = y$
$X - 5 = 3$

Solve the second equation for $X$ .
$X - 5 = 3$
Add 5 to both sides of the equation:
$X = 3 + 5$ $X = 8$
Substitute the value of $X$ into the first equation to find $y$ .
$X + 1 = y$
Substitute $X = 8$ :
$8 + 1 = y$ $y = 9$
So, the solution to the system of equations is $X=8$ and $y=9$ .

The values are $X=8$ and $y=9$ .
$X=8, y=9$