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6-1 Relations
6-1 Relations6-1 Relations
A relation is an operation, or
series of operations, that maps
one number onto another.
6-1 Relations6-1 Relations
RelationsRelations
Relation: a set of ordered pairs.
{(3, 2), (–1, 5), (0, 2)}
Domain: all of the first coordinates of a relation (think
of the domain as the inputs).
3, –1, 0
Range: all of the 2nd coordinates of a relation (think of
the range as the outputs).
2, 5, 2
6-1 Relations6-1 Relations
You can think of a relation as a
machine that uses numbers to
produce other numbers.
6-1 Relations6-1 Relations
This machine adds 5 to any
number you put into it.
5+x
17
22
11−
6−
0
56-1 Relations6-1 Relations
What relation does this machineWhat relation does this machine
represent?represent?
?
2−
4
7
14−
2
1
1−6-1 Relations6-1 Relations
One possibility is that each numberOne possibility is that each number
is multiplied by –2.is multiplied by –2.
x2−
2−
4
7
14−
2
1
1−6-1 Relations6-1 Relations
Example 1
6 1 relations lesson
6 1 relations lesson
6 1 relations lesson

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6 1 relations lesson

  • 2. A relation is an operation, or series of operations, that maps one number onto another. 6-1 Relations6-1 Relations
  • 3. RelationsRelations Relation: a set of ordered pairs. {(3, 2), (–1, 5), (0, 2)} Domain: all of the first coordinates of a relation (think of the domain as the inputs). 3, –1, 0 Range: all of the 2nd coordinates of a relation (think of the range as the outputs). 2, 5, 2 6-1 Relations6-1 Relations
  • 4. You can think of a relation as a machine that uses numbers to produce other numbers. 6-1 Relations6-1 Relations
  • 5. This machine adds 5 to any number you put into it. 5+x 17 22 11− 6− 0 56-1 Relations6-1 Relations
  • 6. What relation does this machineWhat relation does this machine represent?represent? ? 2− 4 7 14− 2 1 1−6-1 Relations6-1 Relations
  • 7. One possibility is that each numberOne possibility is that each number is multiplied by –2.is multiplied by –2. x2− 2− 4 7 14− 2 1 1−6-1 Relations6-1 Relations
  • 8.