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Radical equations

Step by Step Solution

Radical Equation entered :

     -1 = √-10n-√10n-1

Step  1  :

Isolate a square root on the left hand side :

     Original equation
     -1 = √-10n-√10n-1

     Isolate
     -√-10n = 1-√10n-1

      Tidy up
     √-10n = -1+√10n-1

Step  2  :

Eliminate the radical on the left hand side :

     Raise both sides to the second power
     (√-10n)2 = (-1+√10n-1)2

     After squaring
     -10n = 10n-1+1-2√10n-1

Step  3  :

Get remaining radical by itself :

     Current equation
     -10n = 10n-1+1-2√10n-1

     Isolate radical on the left hand side
     2√10n-1 = 10n+10n-1+1

      Tidy up
     2√10n-1 = 20n

Step  4  :

Eliminate the radical on the left hand side :

     Raise both sides to the second power
     (2√10n-1)2 = (20n)2

     After squaring
     40n-4 = 400n2

Step  5  :

Solve the quadratic equation :

     Rearranged equation
      400n2  - 40n  + 4 = 0

     This equation has no real roots:

Step  6  :

No solutions exist

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