Question

Помогите решить.
(sqrt(7) - 2*sqrt(3)*x)*(5*x - sqrt(2))=0
sqrt() - корень.

Answer 1

$( sqrt{7} - 2* sqrt{3} *x)*(5*x - sqrt{2} )=0 \ ( sqrt{7} - 2* sqrt{3} *x)=0 \ 2* sqrt{3} *x=sqrt{7} \ x= frac{sqrt{7} }{2* sqrt{3}} = sqrt{ frac{7}{4*3} } =boxed{sqrt{ frac{7}{12} }} \ 5*x - sqrt{2}=0 \ 5x=sqrt{2} \ x= boxed{frac{sqrt{2}}{5} }$