The problem asks us to simplify the expression $-3x(x-5)$.AlgebraPolynomialsSimplificationDistribution2025/3/101. Problem DescriptionThe problem asks us to simplify the expression −3x(x−5)-3x(x-5)−3x(x−5).2. Solution StepsFirst, distribute the −3x-3x−3x to both terms inside the parentheses:−3x∗x=−3x2-3x * x = -3x^2−3x∗x=−3x2−3x∗(−5)=15x-3x * (-5) = 15x−3x∗(−5)=15xThen, combine the results:−3x(x−5)=−3x∗x−3x∗(−5)=−3x2+15x-3x(x-5) = -3x * x - 3x * (-5) = -3x^2 + 15x−3x(x−5)=−3x∗x−3x∗(−5)=−3x2+15x3. Final Answer−3x2+15x-3x^2 + 15x−3x2+15x