For each of the following exercises, plot the three points on the given coordinate plane. State whether the three points you plotted appear to be collinear (on the same line). 34. Name the quadrant in which the following points would be located. If the point is on an axis, name the axis. a. ( − 3 , − 4 ) b. ( − 5 , 0 ) c. ( 1 , − 4 ) d. ( − 2 , 7 ) e. ( 0 , − 3 )
For each of the following exercises, plot the three points on the given coordinate plane. State whether the three points you plotted appear to be collinear (on the same line). 34. Name the quadrant in which the following points would be located. If the point is on an axis, name the axis. a. ( − 3 , − 4 ) b. ( − 5 , 0 ) c. ( 1 , − 4 ) d. ( − 2 , 7 ) e. ( 0 , − 3 )
For each of the following exercises, plot the three points on the given coordinate plane. State whether the three points you plotted appear to be collinear (on the same line).
34. Name the quadrant in which the following points would be located. If the point is on an axis, name the axis.
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?
Linear Algebra with Applications (9th Edition) (Featured Titles for Linear Algebra (Introductory))
Knowledge Booster
Learn more about
Need a deep-dive on the concept behind this application? Look no further. Learn more about this topic, algebra and related others by exploring similar questions and additional content below.