What is the answer to N= 7/(2sqrt(2)-1)-2sqrt(2)+2 ?

The answer to N= 7/(2sqrt(2)-1)-2sqrt(2)+2 is N=2sqrt(2)+1-2sqrt(2)+2

Solve for N: N= 7/(2sqrt(2)-1)-2sqrt(2)+2

The solution is N=2sqrt(2)+1-2sqrt(2)+2

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N = \frac{7}{2 2 - 1} - 22 + 2

N = 22 + 1 - 22 + 2

Decimal Notation

N = 3

Solution steps

N = \frac{7}{2 2 - 1} - 22 + 2

\frac{7}{2 2 - 1} = 22 + 1

N = 22 + 1 - 22 + 2

6 a - 14 = 4 a + 2

A, A (r) = - \frac{2}{3} r - 5

x - 18 = 49

x, 4 (x + 1) - (8) (1) = 12

x, 3 y - 2 x = 5 y

What is the answer to N= 7/(2sqrt(2)-1)-2sqrt(2)+2 ?
The answer to N= 7/(2sqrt(2)-1)-2sqrt(2)+2 is N=2sqrt(2)+1-2sqrt(2)+2
Solve for N: N= 7/(2sqrt(2)-1)-2sqrt(2)+2
The solution is N=2sqrt(2)+1-2sqrt(2)+2