Algebra 1

GCF=$3 h^{3}$ $3 h^{3}(10h^{2}-2h-5)$
Find the GCF of the terms in the polynomial. Then factor the polynomial. $30h^{5}-6h^{4}-15h^{3}$ All of the terms are divisible by $h^{3}$ so the GCF has a $h^{3}$ All of the coefficients are divisible by $3$ so the GCF must have a $3$ GCF=$3 h^{3}$ Factor: $3 h^{3}(10h^{2}-2h-5)$