Consider the circle with center (2, 0) and radius 4. Write the equation in standard form (1 point) Graph the circle (1 point) Give its domain and range (2 points) Consider the circle: (x + 2) + (y + 2) = 4 How do you know this is a circle (and not an ellipse...)? (1 point) List the center and radius (1 point) Write the domain and range (2 points) Graph (1 points) . . Consider the circle: x + y + 6x + 2y+6=0 How do you know this is a circle (and not an ellipse...) (1 point)? Write in standard form (2 points) List the center and radius (1 point) Write the domain and range (2 points) Graph (1 points) Consider the ellipse: (x + 2) + (2) . = 1 How do you know this is an ellipse? (1 point) Identify the major axis and its length and the minor axis and its length (2 point) List the vertices (2 points) Graph and label the center (2 points) Plot the foci and explicitly write the points (3 points) Write the domain and range (2 points) Consider the ellipse: 4(x-1) +9(y + 3) = 36 How do you know this is an ellipse? (1 point) Write in standard form (1 point) . . . . . Identify the major axis and its length and the minor axis and its length (2 points) List the vertices (2 points) Graph and label the center (2 points) Plot the foci and explicitly write the points (3 points) Write the domain and range (2 points) Consider the ellipse: 25x + 4y2-24y - 64 = 0 How do you know this is an ellipse? (1 point) Write in standard form (3 points) Identify the major axis and its length and the minor axis and its length (2 point) List the vertices (2 points) Graph and label the center (2 points) Plot the foci and explicitly write the points (3 points) Write the domain and range (2 points) . . . . .