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 What’s Your Function? Mrs. Curia – Math for College Readiness.

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Presentation on theme: " What’s Your Function? Mrs. Curia – Math for College Readiness."— Presentation transcript:

1  What’s Your Function? Mrs. Curia – Math for College Readiness

2 Today’s Objective  Students will be able to define the following words:  Function  Relation  Students will be able to distinguish between function and relation

3 Essential Questions  What is a relation?  What is a function?  What are the differences between the two?

4 Vending Machine AHershey’s Chocolate Bars Reeses Peanut Butter Cups BYork Peppermint Patties Hershey’s Hugs or Kisses 12  What happens when you select A1?  What happens when you select A2?  What happens when you select B1?  What happens when you select B2?

5 Vending Machine AHershey’s Chocolate Bars Reeses Peanut Butter Cups BYork Peppermint Patties Hershey’s Hugs or Kisses 12 InputCandy Received A1Hershey’s Chocolate Bars A2Reeses Peanut Butter Cups B1York Peppermint Patties B2Hershey’s Hugs or Kisses

6 Observations  For each input, how many pieces of candy do you get?  For each candy, how many selections will give you that kind of candy?  Is there a selection that will give you more than one kind of candy?  Is there more than one selection that will give you the same kind of candy?

7 What is a RELATION?  A RELATION is…  Any set of ordered pairs (x, y)  A set of solutions to linear equations  Relationship between any two groups of numbers

8 What is a FUNCTION?  A FUNCTION can have several definitions:  You put exactly 1 thing in, you get exactly 1 thing out  A relation that is ONE to ONE (1:1)

9 What does it mean to be “ONE to ONE”?  If a relation is ONE to ONE, this means that for every X (value from the first group), there is exactly ONE Y (value from the second group) to match.  In the vending machine example, for each possible selection in the vending machine, there was exactly ONE type of candy you would receive.

10 Function vs. Relation Functions:  One to one  Set of x values  Set of y values Relations:  Set of x values  Set of y values

11 HOMEWORK  Create your own FUNCTION MACHINE  Your machine must allow 1 input for every 1 output  Your machine must have at least 6 inputs  Due: TOMORROW


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