We are given {{MATH_76}} in factored form, so we recognize that {{MATH_77}} is a zero of multiplicity {{MATH_78}}, and {{MATH_79}} is a zero of multiplicity {{MATH_80}}. That means our graph will have {{MATH_81}}-intercepts at those locations. At these {{MATH_82}}-intercepts, will the graph pass through the {{MATH_83}}-axis like a line does, or will it touch the axis and turn back around, like a parabola does at it's vertex? To answer this, look at a sign-chart for {{MATH_84}}.