Answer :
Answer:
6n^2 + 37mn + 28m^2 = (2n + 7m)(3n + 4m)\).
Step-by-step explanation:
To factor the expression \(6n^2 + 37mn + 28m^2 = 0\), we can look for two binomials that multiply to give us this expression. The coefficients in front of \(n^2\), \(mn\), and \(m^2\) give us a clue. Let's try to break it down:
\(6n^2 + 37mn + 28m^2 = (2n + 7m)(3n + 4m)\)
So, \(6n^2 + 37mn + 28m^2 = (2n + 7m)(3n + 4m)\).