Question Simplify the expression 816r1−4505952r Evaluate rf÷(f×816)−5522Use the commutative property to reorder the terms rf÷816f−5522Divide the terms More Steps Evaluate rf÷816fMultiply by the reciprocal rf×816f1Cancel out the common factor f r1×8161Multiply the terms r×8161Use the commutative property to reorder the terms 816r1 816r1−5522Reduce fractions to a common denominator 816r1−816r5522×816rWrite all numerators above the common denominator 816r1−5522×816rSolution 816r1−4505952r Show Solution Find the excluded values r=0,f=0 Evaluate rf÷(f×816)−5522To find the excluded values,set the denominators equal to 0 r=0f×816=0Solve the equations More Steps Evaluate f×816=0Use the commutative property to reorder the terms 816f=0Rewrite the expression f=0 r=0f=0Solution r=0,f=0 Show Solution