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x^(2)+6sqrt(6)x+48...

x^(2)+6sqrt(6)x+48

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For the equation 2x^(2)-6sqrt(2)x-1=0

For the equation 2x^(2)-6sqrt(2)x-1=0

Factorize: x^(2)+6sqrt(2)x+10

lim_(x rarr0)[(sqrt(6+x+x^(2))-sqrt(6))/(x)]

x^2-7sqrt(6)x-48

If x^(2)=6+sqrt(6+sqrt(6+sqrt(6+....oo))) then what is one of the values of x equal to ?

The real value of x for which satisfies the equation ((x^(2)-6sqrt(x)+7)/(x^(2)+6sqrt(x)+7))=1 is