Each term has 3v^2 available:
3v^2(3v^2 + 8v + 4)
Next, we factor out the (3v^2 + 8v + 4):
(3v^2 + 8v + 4) -->
(3v + 2)(v + 2)
Putting it all together, we have:
3v^2(3v + 2)(v + 2)
Each term has 3v^2 available:
3v^2(3v^2 + 8v + 4)
Next, we factor out the (3v^2 + 8v + 4):
(3v^2 + 8v + 4) -->
(3v + 2)(v + 2)
Putting it all together, we have:
3v^2(3v + 2)(v + 2)