Question

How to simplify this?

Answer 1

\[y-2\sqrt{3}=\frac{\sqrt{3}+1}{\sqrt{3}-1} (x-2)\]

Answer 2

@ DLS
y - 2sqrt(3) = {sqrt(3) + 1 / sqrt(3) - 1}* (x-2)
in the second step , we are going to multiply the numerator and denominator by sqrt(3) + 1
y - 2 sqrt(3) = {sqrt(3) + 1}^2 / {sqrt(3)}^2 - (1)^2} * (x-2)

Answer 3

@DLS
y - 2sqrt(3) = (3+1+2sqrt(3))/(3-1) * (x-2)
after this step we need to solve above and we will get the required answer

Answer 4

@DLS right??????????/

Answer 5

y-2sqrt{3}=sqrt{3}+1/sqrt{3}-1(x-2) after rationalization ofsqrt{3}-1\]

Answer 6

\[y-2\sqrt{3}=(\sqrt{3}+1)^{2}/2(x-2) finally solve y=(2+\sqrt{3})x-4\]