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quadrilateral wxyz is a rhombus. what is the value of v? 3v 5v-62 v =

Question

quadrilateral wxyz is a rhombus. what is the value of v?
3v
5v-62
v =

Explanation:

Step1: Set sides equal (rhombus property)

All sides of a rhombus are congruent, so $3v = 5v - 62$

Step2: Isolate variable v

Subtract $3v$ from both sides: $0 = 2v - 62$

Step3: Solve for v

Add 62 to both sides, then divide by 2: $2v = 62$ → $v = \frac{62}{2}$

Answer:

31