Question

complete the equation so it has infinitely many solutions. 12y + 3 = 10y + 2y + \square

Explanation:

Step1: Combine like terms on the right

First, we combine the \(10y\) and \(2y\) on the right side of the equation. So \(10y + 2y = 12y\). The equation becomes \(12y + 3 = 12y + \square\).

Step2: Determine the constant term

For an equation to have infinitely many solutions, both sides must be identical. Since the left side has \(12y + 3\) and the right side has \(12y + \square\), the \(\square\) must be \(3\) to make both sides equal.

Answer:

\(3\)