Question

how many solutions does this equation have? 11 + 12t = 7 + 12t + 4 no solution one solution infinitely many solutions

Explanation:

Step1: Simplify the right side

Simplify \(7 + 12t + 4\) to \(11 + 12t\). So the equation becomes \(11 + 12t = 11 + 12t\).

Step2: Analyze the equation

Subtract \(12t\) from both sides: \(11 = 11\). This is a true statement for any value of \(t\).

Answer:

infinitely many solutions