Answer:
y= 9.
Explanation:
• For this, we may use the formula to craft the linear equation for this point:
Fórmula:

Substitute with the given values:

Simplify (make sure to apply the distributive property to multiply the slope by the 2 terms inside the parenthesis):

Solve for y:

Simplify:

• Now that we have the equation of the line, take the knows values and solve calculate y:
