Factorise x2+√2x−24 x2+√2x−24=x2+4√2x−3√2x−24=xx+4√2−3

Factorise
$x^{2} + \sqrt{2} x - 24$

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Right Answer is:

SOLUTION

$x^{2} + \sqrt{2} x - 24 = x^{2} + 4 \sqrt{2} x - 3 \sqrt{2} x - 24 = x (x + 4 \sqrt{2}) - 3 \sqrt{2} (x + 4 \sqrt{2}) = (x + 4 \sqrt{2}) (x - 3 \sqrt{2})$

Factorise x2+√2x−24 x2+√2x−24=x2+4√2x−3√2x−24=xx+4√2−3

Right Answer is:

SOLUTION

Related QuestionsThe mean of 15 numbers is 27 If each number is multipliAn equilateral triangle of side 9 cm is inscribed in aThe mean of 12 numbers is 401f each number is divided bFactorise x2−2√2x−30 x2−2√2x−30=x2−5√2x+3√2x−30=xx−5√2

Related Questions
The mean of 15 numbers is 27 If each number is multipli
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Factorise x2−2√2x−30 x2−2√2x−30=x2−5√2x+3√2x−30=xx−5√2