√5-1 sqrt(2) - 1 8) (sqrt(15) - sqrt(12))/(sqrt(5) - Dicamon

Question

√5-1 sqrt(2) - 1 8) (sqrt(15) - sqrt(12))/(sqrt(5) - 2) + (6 + 2sqrt(6))/(sqrt(3) + sqrt(2)); (3sqrt(2) - 6)/(sqrt(2) - 1) + (6sqrt(2) - 4)/(sqrt(2) - 3) 7 )

Answer

(sqrt(15) - sqrt(12))/(sqrt(5) - 1) = = ) 15-2 2 2 ( 3-2 ) = 2√2 ( ) (3sqrt(2) - 6)/(sqrt(2) - 1) + (6sqrt(2) - 9)/(sqrt(2) - 3) = (3(sqrt(2) - 1))/(sqrt(2) - 1); =3-2 sqrt 2

Answer

8 (3sqrt(2) - 6)/(sqrt(2) - 1) + (6sqrt(2) - 4)/(sqrt(2) - 3); = 3( sqrt 2 -2) sqrt 2 -1 + 62(3 sqrt 2 -2) sqrt 2 -3; = 3* sqrt 2 (1- sqrt 2 ) sqrt 2 -1 + 32* sqrt 2 (3- sqrt 2 )

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