c. The diagonal $$ A C $$ has the equation $$ y=x+5 $$. Find the point of intersection of the two diagonals $$ A C $$ and $$ B D $$.

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To find the point of intersection of the two diagonals $$ AC $$ and $$ BD $$, we need the equations of both lines. We already have the equation for diagonal $$ AC $$, which is given as:

$$
y = x + 5
$$

Next, we need the equation for diagonal $$ BD $$. However, the problem does not provide the equation for $$ BD $$. To proceed, we need to know the coordinates of points $$ B $$ and $$ D $$ or any additional information that can help us derive the equation for diagonal $$ BD $$.

If you can provide the coordinates of points $$ B $$ and $$ D $$, I can help you find the equation for diagonal $$ BD $$ and then determine the point of intersection with diagonal $$ AC $$.
To find the point where diagonals $$ AC $$ and $$ BD $$ intersect, we need the equation of diagonal $$ BD $$. Since only the equation for $$ AC $$ is provided, more information about points $$ B $$ and $$ D $$ is needed to determine the intersection point.

c. The diagonal has the equation . Find the point of intersection of the two diagonals and .

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