Question

find the root the folloeing eqn by applying quadratic formula
$\sqrt{3x {}^{2} } - 2 \sqrt{2x} - 2 \sqrt{3}$
solve thse
​

Answer 1

FIND ROOTS ....

$\huge{ \sqrt{3 {x}^{2} - 2 \sqrt{2x} - 2 \sqrt{3}}}$

✌️First Multiply 1st equation by 3rd .

• ✌️i.e √3x²*2√3=>6

✌️Then split middle term so that after spliting numbers would be add or subtract get answer 2√2x or by multiple same answer be 6 .

✌️ Next

$\color{red} \huge{solution}$

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=>√3x²-2√2x-2√3

✌️√3x²-3√2x+√2x-2√3

✌️√3x(x-√3√2)+√2(x-√3√2)

✌️(√3x+√2)(x-√3√2)

✌️√3x+√2=>0 ✌️x-√3√2=>0

✌️√3x=(-√2) ✌️x=√3√2

✌️x=(-√2)/√3 ✌️x=>√3√2

$\color{blue}hope \: its \: helps \: u \:$

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