30. These points are the vertices of a triangle: (-4,3), (2, 2) and (3,-2). Graph these points and label them on the grid below. Reflect this triangle in the y-axis and label the results A', B' and C'. Finally, reflect the three new points over the x-axis and label these 3 new points A", B", and C". Give the coordinates of these points in the blanks below.

Chinara starts with the point (3, 5), and applies the following three-step process, which we call P:Step 1: Reflect the point in the x-axis.Step 2: Translate the resulting point 2 units upwards.Step 3: Reflect the resulting point in the y-axis.As she does this, the point (3, 5) moves to (3, −5), then to (3, −3), and then to (−3, −3).Chinara then starts with a different point S0. She applies the three-step process P to the point S0 and obtains the point S1. She then applies P to S1 to obtain the point S2. She applies P four more times, each time using the previous output of P to be the new input, and eventually obtains the point S6(−7, −1). What are the coordinates of the point S0?

Find the equations of the circles passing through the point (-4,3) and touching the lines x + y = 2 and x-y = 2.

The three vertices of a parallelogram taken in order are (-1, 0).(3, 1) and (2, 2)respectively.Find the coordinates of the fourth vertex.