Question Simplify the expression 5xy−12x2y2−10x3y2 Evaluate (5xy−3x2×4y2)−(2x2y2×5x)Multiply the terms (5xy−12x2y2)−(2x2y2×5x)Remove the parentheses 5xy−12x2y2−(2x2y2×5x)Solution More Steps Multiply the terms 2x2y2×5xMultiply the terms 10x2y2xMultiply the terms with the same base by adding their exponents 10x2+1y2Add the numbers 10x3y2 5xy−12x2y2−10x3y2 Show Solution Factor the expression xy(5−12xy−10x2y) Evaluate (5xy−3x2×4y2)−(2x2y2×5x)Multiply the terms (5xy−12x2y2)−(2x2y2×5x)Remove the parentheses 5xy−12x2y2−(2x2y2×5x)Multiply More Steps Multiply the terms 2x2y2×5xMultiply the terms 10x2y2xMultiply the terms with the same base by adding their exponents 10x2+1y2Add the numbers 10x3y2 5xy−12x2y2−10x3y2Rewrite the expression xy×5−xy×12xy−xy×10x2ySolution xy(5−12xy−10x2y) Show Solution