Solve the equation:`sqrt(3)x^2-sqrt(2)x+3sqrt(3)= 0`

Answer

N/a

Explanation

Given equation is
`sqrt(3)x^(2)-sqrt(2)x+3sqrt(3)=0 `
Here, `a=sqrt(3), b=- sqrt(2), c= 3sqrt(3)`
From Sridharacharya's formula
` " "x=(-bpmsqrt(b^(2)-4ac))/(2a)`
` " "x=( sqrt(2)pmsqrt((-sqrt(2))^(2)-4(sqrt(3))(3sqrt(3))))/( 2(sqrt(3)))`
`" "=(sqrt(2)pmsqrt(2- 36))/(2sqrt(3))=(sqrt(2)pmisqrt(34))/(2sqrt(3))`
Therefore, solutions of the equation are
`" "x=(sqrt(2)pmisqrt(34))/(2sqrt(3))`