Question

Factrise √3X^2 - 2√2X - 2√3 = 0

Answer 1

Answer:

√3x²-3√2x+√2x-2√3=0

√3x(x-√6)+√2(x-√6)=0

(√3x+√2)(x-√6)=0

either,

√3x+√2=0 or x-√6=0

∴x=-√2/√3

or x=√6

mark brainliest..

Answer 2

Answer:- √2, -√2/√3

Solution:-

• √3X^2 - 2√2X - 2√3 = 0
• Use [ -b ± √(b² - 4ac) ]/2a
• [ 2√2 ± √{(-2√3)² - 4 × √3 × (-2√3)} ]/2√3
• [ 2√2 ± √(8 + 24) ]/2√3
• [ 2√2 ± √(32) ]/2√3
• [ 2√2 ± 4√2 ]/2√3
• [√2 ± 2√2 ]/2√3

on solving this, we get "x" has two values,

1. √2
2. -√2/√3

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