Home » Mathematics » Without using tables, evaluate ((343)^{frac{1}{3}} times (0.14)^{-1} times (25)^{-frac{1}{2}})

Without using tables, evaluate ((343)^{frac{1}{3}} times (0.14)^{-1} times (25)^{-frac{1}{2}})

Without using tables, evaluate ((343)^{frac{1}{3}} times (0.14)^{-1} times (25)^{-frac{1}{2}})

  • A.
    10
  • B.
    12
  • C.
    8
  • D.
    7
Correct Answer: Option A
Explanation

((343)^{frac{1}{3}} times (0.14)^{-1} times (25)^{-frac{1}{2}})

= (sqrt[3]{343} times (frac{14}{100})^{-1} times (sqrt{25})^{-1})

= (7 times frac{100}{14} times frac{1}{5})

= 10.