Rozwiąż:
x√3/√3 - x-√3/√2=0
x - (x-√3) / √2=0 /*√2
x√2 - (x - √3) = 0
x√2 - x + √3 = 0
x(√2 - 1) = -√3
x = -√3 / (√2 - 1)
x = -√3(√2 + 1) / (√2 - 1)(√2 + 1)
x = -√3(√2 + 1) / (2 - 1)
x = -√3(√2 + 1) / 1
x = -√3(√2 + 1)
x = -√6 - √3
x√3 x-√3
----- - --------- = 0 I*√3·√2
√3 √2
x√3·√2 - √3(x-√3) = 0
x√6 - x√3+3 = 0
x(√6-√3) = -3 /:(√6-√3)
x = -3/(√6-√3)·(√6+√3)/(√6+√2) = -3(√6+√3)/(6-3) = -3(√6+√3)/3 = -(√6+√3)
x = -√6-√3
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x√3/√3 - x-√3/√2=0
x - (x-√3) / √2=0 /*√2
x√2 - (x - √3) = 0
x√2 - x + √3 = 0
x(√2 - 1) = -√3
x = -√3 / (√2 - 1)
x = -√3(√2 + 1) / (√2 - 1)(√2 + 1)
x = -√3(√2 + 1) / (2 - 1)
x = -√3(√2 + 1) / 1
x = -√3(√2 + 1)
x = -√6 - √3
x√3 x-√3
----- - --------- = 0 I*√3·√2
√3 √2
x√3·√2 - √3(x-√3) = 0
x√6 - x√3+3 = 0
x(√6-√3) = -3 /:(√6-√3)
x = -3/(√6-√3)·(√6+√3)/(√6+√2) = -3(√6+√3)/(6-3) = -3(√6+√3)/3 = -(√6+√3)
x = -√6-√3