for-the-following-circle-equation-complete-the-squares-in-order-to-write-the-who-4

Question

For the following circle equation, complete the squares in order to write the whole equation in standard form. Identify the center and radius, and then $$graph.x^{2}$$ + $$y^{2} - 14y - 15 = 0$$

Accepted Answer

Standard Form: $$x^{2} + (y$$ - $$7)^{2} = 64$$; Center = (0, 7); Radius, r = 8; Graph:

Answer

Standard Form: $$x^{2} + (y$$ - $$7)^{2} = 64$$; Center = (0, 7); Radius, r = 16; Graph:

Answer

Standard Form: $$x^{2} + (y$$ + $$7)^{2} = 64$$; Center = (0, 7); Radius, r = 8; Graph:

Answer

Standard Form: $$x^{2} + (y$$ + $$7)^{2} = 64$$; Center = (0, 7); Radius, r = 16; Graph:

For the following circle equation, complete the squares in order to write the whole equation in standard form. Identify the center and radius, and then graph.x2 + y2 - 14y - 15 = 0

For the following circle equation, complete the squares in order to write the whole equation in standard form. Identify the center and radius, and then graph.
x² + y² - 14y - 15 = 0