(2根号3-2)(3根号6+根号2)+(3根号3+5根号2)÷(3根号3-5根号2)化简

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(2根号3-2)(3根号6+根号2)+(3根号3+5根号2)÷(3根号3-5根号2)化简
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(2根号3-2)(3根号6+根号2)+(3根号3+5根号2)÷(3根号3-5根号2)化简
(2根号3-2)(3根号6+根号2)+(3根号3+5根号2)÷(3根号3-5根号2)化简

(2根号3-2)(3根号6+根号2)+(3根号3+5根号2)÷(3根号3-5根号2)化简
(2√3-2)(3√6+√2)+(3√3+5√2)/(3√3-5√2)
=2(√3-1)*√2(3√3+1)+[(3√3+5√2)(3√3+5√2)]/[(3√3-5√2)(3√3+5√2)]
=2√2(9-3√3+√3-1)+(27+50+30√6)/(27-50)
=2√2(8-2√3)-(77+30√6)/23
=16√2-4√6-77/23-30√6/23
=16√2-122√6/23-77/23