Question

quadrilateral vwxy is a square. what is the value of y? y =

Explanation:

Step1: Use property of square

In a square, all sides are equal. So, we set up the equation $12y - 96=6y$.

Step2: Isolate variable terms

Subtract $6y$ from both sides: $12y-6y - 96=6y-6y$, which simplifies to $6y-96 = 0$.

Step3: Solve for y

Add 96 to both sides: $6y-96 + 96=0 + 96$, getting $6y=96$. Then divide both sides by 6: $y=\frac{96}{6}=16$.

Answer:

16