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

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

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

(x-sqrt(2)) is a factor of (7x^(2)-4sqrt(2)x-6)

p(x)=x^2-7sqrt(7)x+3 then p(7sqrt(7) =?

Salve the following quadratic equations by factorization method. x^2+2sqrt(2)x-6=0 sqrt(3)x^2+10 x=7sqrt(3)=0

sqrt(2)x^(2)+7sqrt(2)x+12sqrt(3)=0

Determine the constant k so that the function f(x)={(sqrt(7x+2)-(sqrt(6x+4)))/(x-2), if x>=-(2)/(7),x!=2k,quad if x may be continuous.

If x in(0,(pi)/(2)), thenshowthat(d)/(dx)cos^(-1){(7)/(2)(1+cos2x)+(sqrt(sin^(2)x-48cos^(2)x))sin x}=1+(7sin x)/(sqrt(sin^(2)-48cos^(2)x))

solve for x:sqrt(6x+7)-(2x-7)=0