Question Simplify the expression Solution −25 Evaluate (−3x−2)(−3x)2+3−x0Remove the parentheses −3x−2(−3x)2+3−x0Evaluate the power −3x−2(−3x)2+3−1Multiply the terms More Steps Multiply the terms −3x−2(−3x)2Multiply the terms More Steps Evaluate 3x−2(−3x)2Reduce the numbers 3×9Multiply the numbers 27 −27 −27+3−1Solution −25 Show Solution Find the roots Find the roots of the algebra expression x∈∅ Evaluate (−3x−2)(−3x)2+3−x0To find the roots of the expression,set the expression equal to 0 (−3x−2)(−3x)2+3−x0=0Find the domain (−3x−2)(−3x)2+3−x0=0,x=0Calculate (−3x−2)(−3x)2+3−x0=0Remove the parentheses −3x−2(−3x)2+3−x0=0Multiply the terms More Steps Evaluate −3x−2(−3x)2Reduce the numbers More Steps Calculate −3x−2×9x2Rewrite the expression x2−3×9x2Reduce the fraction −3×9 −3×9Multiply the numbers −27 −27+3−x0=0Evaluate the power −27+3−1=0Add the numbers −24−1=0Subtract the numbers −25=0Solution x∈∅ Show Solution