Which statement about - 2h2 - 15h - 7 is true?

One of the factors is (h + 2).

One of the factors is (3h - 2).

One of the factors is (2h + 1).

One of the factors is (h - 7).

By factoring the given equation - 2h2-15h-7=0, can be written to, 2h2+15h+7, with the negative sign cancels out when divided by - 1 on both side of the equation. By further factoring, this will give the roots, (2h+1) and (h+7). Thus, the third option (2h+1) is true about the given quadratic equation.