# Domain and Range Domain and Range To the

- Slides: 14

Domain and Range

Domain and Range To the best of your understanding, explain this picture. What is it representing?

Domain and Range These are representations of mappings (connections). The on the left is a simple relation, while the on the right is a function. Do you remember why?

Domain and Range These two differ in another important way. What type of thing is in the domain of each, and what type of thing is in the range?

Domain and Range The left is a mapping of a set of integers onto a set of integers. The right is a set of letters mapped onto, or connected to a set of integers.

Domain and Range This set of barcodes maps onto this set of prices. Is it important For this mapping to be a function? Why or Why not?

Domain and Range Is this mapping still a function? Why or why not? Why is this situation acceptable or not acceptable?

Domain and Range Is this mapping still a function? Why or why not? Why is this situation acceptable or not acceptable?

Domain and Range Our past definitions and understandings of Domain and Range, while correct, may be too narrow. This picture does not necessarily represent the Rx. R, or (x, y) mapping that we have previously used.

Domain and Range The graph of this Rx. R mapping has a restricted Domain. How would restricting a Domain affect the Range? How does it affect the Range in this example. Can you find the mapping rule?

Domain and Range These different representations all mean the same thing. “The number is greater than 5 and less than or equal to 8. ” When stating a numerical Domain or Range we will try to use the ( ), [ ), ( ], and [ ] symbols to express them.

Domain and Range END

Domain and Range Is this mapping a function? What is its Domain and Range? This mapping is the Morita 16 -state reversible model rule.

Domain and Range Udhgdtj, dedhzrhwz ej iwdtrh, mirzfnwt aomrttaexw orhtgwit; fhagwz kagv ag, tvw at gvw orgvwi ru gvw digt dhz gvw riapah ru odibwxt. -Prjd Fantasy, abandoned by reason, produces impossible monsters; united with it, she is the mother of the arts and the origin of marvels. -Goya Is this Cryptoquote a function? What is its Domain and Range? What is its mapping rule? What are the consequences of it being a function or not?

- Domain, codomain, range
- Domain and range of sin inverse x
- Domain and range of an inverse function
- Domain and range of a rational function
- Domain and range of trigonometric functions examples
- Cubic function table
- Exponential parent function even or odd
- Give the domain and range
- How to find domain and range
- Trigonometric functions domain and range
- Domain and range of tan function
- Cotangent graphs
- Function calculator
- "charlottes web"
- Listing domain and range