√ ម៉ាស៊ីន​គិតលេខ​រន្ធ​ទី​មួយ

អំពី​ម៉ាស៊ីន​គិតលេខ​នេះ

the value and the degree n, and it returns the root along withacheck that raises the answer back to the nth power to confirm it lands on your original number. For example, the cube root of 27 is 27^(1/3) = 27, and the check shows 3 ^ 3 = 27. Odd roots of negative numbers are real and negative — the cube root of −8 is −2 — but even roots of negatives (likeasquare root of −4) have no real value, so the tool reports "noRootRoots appear in geometry, standard deviation, growth-rate averaging (the geometric mean) and physics.Roots are computed as value^(1/n), the inverse of raising to the power n.The square root is computed as value^(1/n)Roots are computed as value^(1/n)Roots are computed as value^(1/n)Roots are computed as value^(1/n)Roots are computed as value^(1/n)Roots are computed as value^(1/n)Roots are computed as value^(1/n)Roots are computed as value^(1/n)Roots are computed as value^(1/n)Roots are computed as value^(1/n)Roots are computed as value^(1/n)Roots are computed as value^(1/n)Roots are computed as value^(1/n)Roots are computed as value^(1/n)Roots are computed as value^(1/n)Roots are computed as value^(1/n)Roots are computed as value^(1/n)Roots are computed as value^(1/n)Roots are computed as value^(1/n)Roots are computed as value^(1/n)Roots are computed as value^(1/n)Roots are computed as value^(1/n)Roots are computed as value^(1/n)Roots are computed as value^(1/n)Roots are computed as value^(1/n)Roots are computed