Answer:
v² + 4v + 4
Step-by-step explanation:
The expression (2 + v)² is a perfect square binomial. Hence, the formula is:
(a + b)²= a² + 2ab + b²
So,
(2 + v)²
= (2)² + 2(2•v) + (v)²
= 4 + 2(2v) + v²
= 4 + 4v + v²
Therefore, the product is 4 + 4v + v² or can be written in standard form as v² + 4v + 4.
