Bifalgorithm post · Brisk · Chapter 1
Why are ordered pairs different from sets?
Why are ordered pairs different from sets? (Brisk · Chapter 1) — "You’ll remember from high school algebra the notion of an ordered pair (x, y). We dealt with…
Ideas in this flowchart
- Notion of an ordered pair
- An ordered pair specifies a point to plot on a graph
- The first element gives the distance from the origin on the x-axis
- The second element gives the distance from the origin on the y-axis
- An ordered pair is not a set because its elements have an order
- (3, −4) is not equal to (−4, 3)
- Curly braces denote sets, while parentheses denote ordered pairs
- The term “coordinate” is associated with geometric plotting
- The constituent parts are called “elements” to keep the terminology general
- Ordered pairs remain useful even when their elements are not plotted
