Final answer:
To find three other ordered pairs that name the same point, we can add or subtract multiples of 360° to the given angle. For example, for (-2, 330°), three other ordered pairs that name the same point are (-2, 690°), (-2, -30°), and (-2, 1050°).
Step-by-step explanation:
To find three other ordered pairs that name the same point as (-2, 330°), we need to add or subtract multiples of 360° to the given angle. Here are three other ordered pairs:
- (-2, 330° + 360°) = (-2, 690°)
- (-2, 330° - 360°) = (-2, -30°)
- (-2, 330° + 2 * 360°) = (-2, 1050°)
Similarly, for the ordered pair (5, -135°), three other ordered pairs that name the same point are:
- (5, -135° + 360°) = (5, 225°)
- (5, -135° - 360°) = (5, -495°)
- (5, -135° + 2 * 360°) = (5, 585°)
Lastly, for the ordered pair (7, 60°), three other ordered pairs that name the same point are:
- (7, 60° + 360°) = (7, 420°)
- (7, 60° - 360°) = (7, -300°)
- (7, 60° + 2 * 360°) = (7, 780°)