Under root x (x-7)=3 under root 2

1.	Under root x (x-7)=3 under root 2
Answer» Answer: √x(x-7)=3√2 Therefore by making SQUARING on both SIDES.. x(x-7)=(3√2)^2 x^2-7x=18 x^2-7x-18=0 Factorising this EQUATION we get... (x+2)(x-9)=0 Which implies that x can be EQUAL to -2 or 9 Hope it helps... Plz mark brainliest And plz follow

Answer»

Answer:

√x(x-7)=3√2

Therefore by making SQUARING on both SIDES..

x(x-7)=(3√2)^2

x^2-7x=18

x^2-7x-18=0

Factorising this EQUATION we get...

(x+2)(x-9)=0

Which implies that x can be EQUAL to -2 or 9

Hope it helps...

Plz mark brainliest

And plz follow

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Under root x (x-7)=3 under root 2

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