1 Factor out the greatest common factor. If the greatest common factor is 1 , just retype the polynomial. be \( 43 v^{2}+30 \)

The polynomial \( 43v^2 + 30 \) has a greatest common factor of 1 since there are no common factors between the coefficients 43 and 30. Thus, the expression remains as \( 43v^2 + 30 \). Finding the greatest common factor (GCF) is a handy skill in algebra, as it simplifies expressions and makes factoring easier! Remember, if you notice coefficients sharing common prime factors, that's your cue to factor them out for a tidier polynomial, which can be especially useful in simplifying equations or solving for variables later on.