In an isosceles $ riangle A B C$, the coordinates of vertices $B$ and $C$ of the base $B C$ are $(3,2)$ and $(2,3)$ respectively. If the equation of the line $A B$ is $3 y=2 x$, then the equation of the line $A C$ is

Question

In an isosceles $	riangle A B C$, the coordinates of vertices $B$ and $C$ of the base $B C$ are $(3,2)$ and $(2,3)$ respectively. If the equation of the line $A B$ is $3 y=2 x$, then the equation of the line $A C$ is

Aicharya · Accepted Answer

$	riangle A B C$ is an isosceles triangle $B \equiv(3,2)$ and $C \equiv(2,3)$ $B$ and $C$ are symmetric about the line $y=x$ Equation of $A B=3 y=2 x$ Equation of $A C$ is symmetric about $y=x$ $	herefore$ Equation of $A C=2 y=3 x$

In an isosceles $\triangle A B C$, the coordinates of vertices $B$ and $C$ of the base $B C$ are $(3,2)$ and…

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