SlideShare a Scribd company logo
1 of 11
2.5 Writing a Piecewise Defined Function Slope Formula Point-Slope Form
Formulas you will need Slope Point-Slope Form
Write a definition for the function.
Write a definition for the function.
Write a Piecewise Defined Function (Applications)   *write this down! Theresa went for a bike ride.  During the first hour, she traveled 15 miles.  During the second hour, she traveled 22 miles.  From the second to the fourth hour, she traveled 54 miles.  During the last hour, she traveled 15 miles. Write a function, d(t), of Theresa’s bike ride with distance as a function of time.
Assignment p. 116  # 41 – 47 ,  52 AND WS “Piecewise Functions”
Write the function f.
Write a definition for the function. or
Write a Piecewise Defined Function (Applications) Theresa went for a bike ride.  During the first hour, she traveled 15 miles.  During the second hour, she traveled 22 miles.  From the second to the fourth hour, she traveled 54 miles.  During the last hour, she traveled 15 miles. Write a function, d(t), of Theresa’s bike ride with distance as a function of time.

More Related Content

Viewers also liked

Piecewise Functions
Piecewise FunctionsPiecewise Functions
Piecewise Functionsktini
 
Volcanic Eruption: Are you prepared?
Volcanic Eruption: Are you prepared?Volcanic Eruption: Are you prepared?
Volcanic Eruption: Are you prepared?Rachel Espino
 
Unit 3 - Science 10 Learner’s Material
Unit 3 - Science 10 Learner’s MaterialUnit 3 - Science 10 Learner’s Material
Unit 3 - Science 10 Learner’s MaterialPRINTDESK by Dan
 

Viewers also liked (6)

7 functions
7   functions7   functions
7 functions
 
Piecewise Functions
Piecewise FunctionsPiecewise Functions
Piecewise Functions
 
The Nervous System
The Nervous SystemThe Nervous System
The Nervous System
 
Volcanic Eruption: Are you prepared?
Volcanic Eruption: Are you prepared?Volcanic Eruption: Are you prepared?
Volcanic Eruption: Are you prepared?
 
Volcanic Eruption
Volcanic Eruption Volcanic Eruption
Volcanic Eruption
 
Unit 3 - Science 10 Learner’s Material
Unit 3 - Science 10 Learner’s MaterialUnit 3 - Science 10 Learner’s Material
Unit 3 - Science 10 Learner’s Material
 

More from Northside ISD

6.4.1 sum and difference formulas
6.4.1 sum and difference formulas6.4.1 sum and difference formulas
6.4.1 sum and difference formulasNorthside ISD
 
6.4.2 sum and difference formulas
6.4.2 sum and difference formulas6.4.2 sum and difference formulas
6.4.2 sum and difference formulasNorthside ISD
 
6.4.3 sum and difference formulas
6.4.3 sum and difference formulas6.4.3 sum and difference formulas
6.4.3 sum and difference formulasNorthside ISD
 
6.5.1 double angle formulas
6.5.1 double angle formulas6.5.1 double angle formulas
6.5.1 double angle formulasNorthside ISD
 
6.4.3 sum and difference formulas
6.4.3 sum and difference formulas6.4.3 sum and difference formulas
6.4.3 sum and difference formulasNorthside ISD
 
6.4.2 sum and difference formulas
6.4.2 sum and difference formulas6.4.2 sum and difference formulas
6.4.2 sum and difference formulasNorthside ISD
 
6.4.1 sum and difference formulas
6.4.1 sum and difference formulas6.4.1 sum and difference formulas
6.4.1 sum and difference formulasNorthside ISD
 
6.5.2 half angle formulas
6.5.2 half angle formulas6.5.2 half angle formulas
6.5.2 half angle formulasNorthside ISD
 
4.9.1 quad inequal graph 2 var
4.9.1 quad inequal graph 2 var4.9.1 quad inequal graph 2 var
4.9.1 quad inequal graph 2 varNorthside ISD
 
4.9.3 quad inequal algebraically
4.9.3 quad inequal algebraically4.9.3 quad inequal algebraically
4.9.3 quad inequal algebraicallyNorthside ISD
 
4.9.3 quad inequal algebraically
4.9.3 quad inequal algebraically4.9.3 quad inequal algebraically
4.9.3 quad inequal algebraicallyNorthside ISD
 
4.9.2 quad inequal tables and line graphs
4.9.2 quad inequal tables and line graphs4.9.2 quad inequal tables and line graphs
4.9.2 quad inequal tables and line graphsNorthside ISD
 
6.4.3 sum and difference formulas
6.4.3 sum and difference formulas6.4.3 sum and difference formulas
6.4.3 sum and difference formulasNorthside ISD
 
6.4.2 sum and difference formulas
6.4.2 sum and difference formulas6.4.2 sum and difference formulas
6.4.2 sum and difference formulasNorthside ISD
 
6.4.1 sum and difference formulas
6.4.1 sum and difference formulas6.4.1 sum and difference formulas
6.4.1 sum and difference formulasNorthside ISD
 
6.5.1 double angle formulas
6.5.1 double angle formulas6.5.1 double angle formulas
6.5.1 double angle formulasNorthside ISD
 
4.10.2 write models with calc reg
4.10.2 write models with calc reg4.10.2 write models with calc reg
4.10.2 write models with calc regNorthside ISD
 
4.10 write quadratic models
4.10 write quadratic models4.10 write quadratic models
4.10 write quadratic modelsNorthside ISD
 
4.8.2 quadratic formula
4.8.2 quadratic formula4.8.2 quadratic formula
4.8.2 quadratic formulaNorthside ISD
 
6.3.1 trig identities
6.3.1 trig identities6.3.1 trig identities
6.3.1 trig identitiesNorthside ISD
 

More from Northside ISD (20)

6.4.1 sum and difference formulas
6.4.1 sum and difference formulas6.4.1 sum and difference formulas
6.4.1 sum and difference formulas
 
6.4.2 sum and difference formulas
6.4.2 sum and difference formulas6.4.2 sum and difference formulas
6.4.2 sum and difference formulas
 
6.4.3 sum and difference formulas
6.4.3 sum and difference formulas6.4.3 sum and difference formulas
6.4.3 sum and difference formulas
 
6.5.1 double angle formulas
6.5.1 double angle formulas6.5.1 double angle formulas
6.5.1 double angle formulas
 
6.4.3 sum and difference formulas
6.4.3 sum and difference formulas6.4.3 sum and difference formulas
6.4.3 sum and difference formulas
 
6.4.2 sum and difference formulas
6.4.2 sum and difference formulas6.4.2 sum and difference formulas
6.4.2 sum and difference formulas
 
6.4.1 sum and difference formulas
6.4.1 sum and difference formulas6.4.1 sum and difference formulas
6.4.1 sum and difference formulas
 
6.5.2 half angle formulas
6.5.2 half angle formulas6.5.2 half angle formulas
6.5.2 half angle formulas
 
4.9.1 quad inequal graph 2 var
4.9.1 quad inequal graph 2 var4.9.1 quad inequal graph 2 var
4.9.1 quad inequal graph 2 var
 
4.9.3 quad inequal algebraically
4.9.3 quad inequal algebraically4.9.3 quad inequal algebraically
4.9.3 quad inequal algebraically
 
4.9.3 quad inequal algebraically
4.9.3 quad inequal algebraically4.9.3 quad inequal algebraically
4.9.3 quad inequal algebraically
 
4.9.2 quad inequal tables and line graphs
4.9.2 quad inequal tables and line graphs4.9.2 quad inequal tables and line graphs
4.9.2 quad inequal tables and line graphs
 
6.4.3 sum and difference formulas
6.4.3 sum and difference formulas6.4.3 sum and difference formulas
6.4.3 sum and difference formulas
 
6.4.2 sum and difference formulas
6.4.2 sum and difference formulas6.4.2 sum and difference formulas
6.4.2 sum and difference formulas
 
6.4.1 sum and difference formulas
6.4.1 sum and difference formulas6.4.1 sum and difference formulas
6.4.1 sum and difference formulas
 
6.5.1 double angle formulas
6.5.1 double angle formulas6.5.1 double angle formulas
6.5.1 double angle formulas
 
4.10.2 write models with calc reg
4.10.2 write models with calc reg4.10.2 write models with calc reg
4.10.2 write models with calc reg
 
4.10 write quadratic models
4.10 write quadratic models4.10 write quadratic models
4.10 write quadratic models
 
4.8.2 quadratic formula
4.8.2 quadratic formula4.8.2 quadratic formula
4.8.2 quadratic formula
 
6.3.1 trig identities
6.3.1 trig identities6.3.1 trig identities
6.3.1 trig identities
 

2.5.3 writing a piecewise defined function

  • 1. 2.5 Writing a Piecewise Defined Function Slope Formula Point-Slope Form
  • 2. Formulas you will need Slope Point-Slope Form
  • 3. Write a definition for the function.
  • 4. Write a definition for the function.
  • 5. Write a Piecewise Defined Function (Applications) *write this down! Theresa went for a bike ride. During the first hour, she traveled 15 miles. During the second hour, she traveled 22 miles. From the second to the fourth hour, she traveled 54 miles. During the last hour, she traveled 15 miles. Write a function, d(t), of Theresa’s bike ride with distance as a function of time.
  • 6.
  • 7.
  • 8. Assignment p. 116 # 41 – 47 , 52 AND WS “Piecewise Functions”
  • 10. Write a definition for the function. or
  • 11. Write a Piecewise Defined Function (Applications) Theresa went for a bike ride. During the first hour, she traveled 15 miles. During the second hour, she traveled 22 miles. From the second to the fourth hour, she traveled 54 miles. During the last hour, she traveled 15 miles. Write a function, d(t), of Theresa’s bike ride with distance as a function of time.