Write down the intersection points for the following: (i) $$ x=1 $$ and $$ y=2 $$. (ii) $$ y=2 $$ and $$ x=-3 $$.

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(i) The intersection point for $$ x=1 $$ and $$ y=2 $$ is $$ (1,2) $$.

(ii) The intersection point for $$ y=2 $$ and $$ x=-3 $$ is $$ (-3,2) $$.

In both cases, the intersection point is found by setting the two equations equal to each other and solving for the variables. For the first pair, since $$ x $$ and $$ y $$ are given directly, the point is $$ (1,2) $$. For the second pair, the point is $$ (-3,2) $$ as $$ y $$ is the same in both equations, and $$ x $$ is given in the second equation.
(i) Intersection point: $$ (1,2) $$. (ii) Intersection point: $$ (-3,2) $$.

Write down the intersection points for the following: (i) \( x=1 \) and \( y=2 \). (ii) \( y=2 \) and \( x=-3 \).

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