Question Simplify the expression 7c511c5−476mhg6f Evaluate 70110−(17×c5m)×4hg6×1×fRemove the parentheses 70110−17×c5m×4hg6×1×fCancel out the common factor 10 711−17×c5m×4hg6×1×fMultiply the terms More Steps Multiply the terms 17×c5m×4hg6×1×fRewrite the expression 17×c5m×4hg6fMultiply the terms 68×c5m×hg6fMultiply the terms c568m×hg6fMultiply the terms c568mh×g6fMultiply the terms c568mhg6×fMultiply the terms c568mhg6f 711−c568mhg6fReduce fractions to a common denominator 7c511c5−c5×768mhg6f×7Use the commutative property to reorder the terms 7c511c5−7c568mhg6f×7Write all numerators above the common denominator 7c511c5−68mhg6f×7Solution 7c511c5−476mhg6f Show Solution Find the excluded values c=0 Evaluate 70110−(17×c5m)×4hg6×1×fTo find the excluded values,set the denominators equal to 0 c5=0Solution c=0 Show Solution