Question

Factorise
${x}^{2} - 3 \sqrt{3} x + 6$
Find the value of x in either Integer or Fraction

Answer 1

Hi Friend


Here is ur answer !!!

x² - 3√3 x +6 = 0

=> x² - 2√3x - √3x +6 = 0

=> x(x-2√3) -√3(x-2√3) = 0

=> (x-√3)(x-2√3) = 0

x = √3 and x = 2√3


Hope it helps u : )

Answer 2

x² - 3√3x + 6

=> x² - (2√3 + √3)x + 6

=> x² - 2√3x - √3x + 6

=> x(x - 2√3) - √3(x - 2√3)

=> (x - 2√3) (x - √3)



I hope this will help you


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