Question

solve for m.
6n - q = mp + 2
m = \frac{6n - ? - 2}{ }

Explanation:

Step1: Isolate the term with \(m\)

Given \(6n - q=mp + 2\), subtract \(2\) from both sides:
\(6n - q-2=mp\)

Step2: Solve for \(m\)

Divide both sides by \(p\) (assuming \(p
eq0\)):
\(m=\frac{6n - q - 2}{p}\)

Answer:

The green box (numerator missing term) is \(q\), and the gray box (denominator) is \(p\). So \(m=\frac{6n - q - 2}{p}\), which means the value in the green box is \(q\) and the value in the gray box is \(p\)