Question Function Find the inverse Evaluate the derivative Find the domain Load more f−1(b)=352835b Evaluate a=73b5×102Simplify More Steps Evaluate 73b5×102Cancel out the common factor 2 73b5×51Multiply the terms More Steps Evaluate 73×51To multiply the fractions,multiply the numerators and denominators separately 7×53Multiply the numbers 353 353b5 a=353b5Interchange b and y b=353y5Swap the sides of the equation 353y5=bMultiply by the reciprocal 353y5×335=b×335Multiply y5=b×335Multiply y5=335bTake the 5-th root on both sides of the equation 5y5=5335bCalculate y=5335bSimplify the root More Steps Evaluate 5335bRewrite the expression 5335×5bSimplify the root 352835b y=352835bSolution f−1(b)=352835b Show Solution Solve the equation Solve for a Solve for b a=353b5 Evaluate a=73b5×102Solution More Steps Evaluate 73b5×102Cancel out the common factor 2 73b5×51Multiply the terms More Steps Evaluate 73×51To multiply the fractions,multiply the numerators and denominators separately 7×53Multiply the numbers 353 353b5 a=353b5 Show Solution Graph