For the linear function h ( t ) = 3 t + 10 h\left(t\right)=3t+10 h ( t ) = 3 t + 1 0 , what is the input?

h ( t ) h\left(t\right) h ( t )

For the linear function h ( t ) = 3 t + 10 h\left(t\right)=3t+10 h ( t ) = 3 t + 1 0 , what is the y-intercept?

h ( t ) h\left(t\right) h ( t )

For the linear function h ( t ) = 3 t + 10 h\left(t\right)=3t+10 h ( t ) = 3 t + 1 0 , what is the slope?

h ( t ) h\left(t\right) h ( t )

A neighborhood decides to open a new library. The function b ( w ) b\left(w\right) b ( w ) represents the total number of books in the library after w w w weeks. b ( w ) = 450 + 6 w b\left(w\right)=450+6w b ( w ) = 4 5 0 + 6 w Which part of the function represents the number of books the library started with?

b ( w ) b\left(w\right) b ( w )

A neighborhood decides to open a new library. The function b ( w ) b\left(w\right) b ( w ) represents the total number of books in the library after w w w weeks. b ( w ) = 450 + 6 w b\left(w\right)=450+6w b ( w ) = 4 5 0 + 6 w If you want to find out how many weeks until there are 630 630 6 3 0 books, which is correct?

630 = 450 + 6 w 630=450+6w 6 3 0 = 4 5 0 + 6 w

b ( 630 ) = 450 + 6 ( 630 ) b\left(630\right)=450+6\left(630\right) b ( 6 3 0 ) = 4 5 0 + 6 ( 6 3 0 )

Jane is saving more money in a different savings account! The total amount of money, a ( t ) a\left(t\right) a ( t ) , that she has saved after t t t months is given by a ( t ) = 40 t + 35 a\left(t\right)=40t+35 a ( t ) = 4 0 t + 3 5 . What is the slope of this function?

a ( t ) a\left(t\right) a ( t )

Jane is saving more money in a different savings account! The total amount of money, a ( t ) a\left(t\right) a ( t ) , that she has saved after t t t months is given by a ( t ) = 40 t + 35 a\left(t\right)=40t+35 a ( t ) = 4 0 t + 3 5 . What is the y-intercept of this function?

a ( t ) a\left(t\right) a ( t )

Jane is saving more money in a different savings account! The total amount of money, a ( t ) a\left(t\right) a ( t ) , that she has saved after t t t months is given by a ( t ) = 40 t + 35 a\left(t\right)=40t+35 a ( t ) = 4 0 t + 3 5 . What does the slope represent in this context?

The amount of money she saves every month

The amount of money she started with

The number of savings accounts she has

Jane is saving more money in a different savings account! The total amount of money, a ( t ) a\left(t\right) a ( t ) , that she has saved after t t t months is given by a ( t ) = 40 t + 35 a\left(t\right)=40t+35 a ( t ) = 4 0 t + 3 5 . What does the y-intercept represent in this context?

The amount of money she started with

The number of savings accounts she has

The amount of money she saves every month

$$D\left(t\right)$$ represents the number of hot dogs Joey Chestnut has eaten $$t$$ minutes after the start of the hot dog eating competition. In the expression $$D\left(5\right)$$ , what does the $$5$$ by itself represent?

The number of hot dogs eaten 5 minutes into the competition

$$D\left(t\right)$$ represents the number of hot dogs Joey Chestnut has eaten $$t$$ minutes after the start of the hot dog eating competition. What does $$D\left(5\right)$$ represent all together?

The number of hot dogs eaten 5 minutes into the competition

$$D\left(t\right)$$ represents the number of hot dogs Joey Chestnut has eaten $$t$$ minutes after the start of the hot dog eating competition. What does the equation $$D\left(10\right)=75$$ tell you about the competition?

After 10 minutes, Joey ate 75 hot dogs.

Joey eats 10 hot dots every 75 minutes.

After 10 competitions, Joey has eaten 75 hot dogs

Joey eats the same number of hot dogs in 10 minutes as he does in 75 minutes

The function $$S\left(h\right)$$ models a student’s score on a test based on $$h$$ hours of studying. $$S\left(h\right)=10h+45$$ You just found out that $$S\left(2\right)=65$$ . What does this mean in the context of the problem?

If a student studies for 2 hours, they will get a score of 65

When a student takes 2 tests, their average score is 65

If a student studies for 65 hours, their score goes up by 2

The slope of the line is 10. What is the best interpretation of this?

On average, each 1 hour of studying improved a student’s score by 10 points.

After 10 hours of studying, a student is guaranteed 100 on the test.

On average, each 10 hours of studying improved a student’s score by 1 point.

Students in this class studied for an average of 10 hours .

Linear Functions in Context

Quiz

•

Mathematics

•

11th Grade

•

Practice Problem

•

Medium

•

CCSS

HSF.LE.B.5, HSF.IF.A.2, 8.F.B.4

Standards-aligned

Kyla Maletsky

Used 31+ times

FREE Resource

21 questions

Show all answers

MULTIPLE CHOICE QUESTION

20 sec • 1 pt

For the linear function
$h\left(t\right)=3t+10$ , what is the input?

$t$

$h\left(t\right)$

$3$

$10$

Tags

CCSS.8.F.B.4

CCSS.HSF.LE.A.2

MULTIPLE CHOICE QUESTION

20 sec • 1 pt

For the linear function
$h\left(t\right)=3t+10$ , what is the y-intercept?

$t$

$h\left(t\right)$

$3$

$10$

Tags

CCSS.HSF.IF.B.4

CCSS.HSF.IF.C.7

MULTIPLE CHOICE QUESTION

20 sec • 1 pt

For the linear function
$h\left(t\right)=3t+10$ , what is the slope?

$t$

$h\left(t\right)$

$3$

$10$

Tags

CCSS.8.EE.B.5

MULTIPLE CHOICE QUESTION

30 sec • 1 pt

A neighborhood decides to open a new library. The function $b\left(w\right)$ represents the total number of books in the library after $w$ weeks.
$b\left(w\right)=450+6w$
What is the output of this function?

$b\left(w\right)$

$w$

$450$

$6$

Tags

CCSS.HSF.IF.A.2

MULTIPLE CHOICE QUESTION

30 sec • 1 pt

A neighborhood decides to open a new library. The function $b\left(w\right)$ represents the total number of books in the library after $w$ weeks.
$b\left(w\right)=450+6w$
What is the slope of this function?

$b\left(w\right)$

$w$

$450$

$6$

Tags

CCSS.HSF.LE.B.5

MULTIPLE CHOICE QUESTION

1 min • 1 pt

A neighborhood decides to open a new library. The function $b\left(w\right)$ represents the total number of books in the library after $w$ weeks.
$b\left(w\right)=450+6w$
What is the meaning of the slope?

For every 1 week, the total number of books in the library increases by 6.

For every 1 library, the total number of weeks is 6.

For every 1 book, the total number of weeks increases by 6.

Tags

CCSS.HSF.LE.B.5

MULTIPLE CHOICE QUESTION

45 sec • 1 pt

A neighborhood decides to open a new library. The function $b\left(w\right)$ represents the total number of books in the library after $w$ weeks.
$b\left(w\right)=450+6w$
Which part of the function represents the number of books the library started with?

$b\left(w\right)$

$w$

$450$

$6$

Tags

CCSS.HSF.LE.B.5

MULTIPLE CHOICE QUESTION

45 sec • 1 pt

A neighborhood decides to open a new library. The function $b\left(w\right)$ represents the total number of books in the library after $w$ weeks.
$b\left(w\right)=450+6w$
If you want to find out how many weeks until there are $630$ books, which is correct?

$630=450+6w$

$b\left(630\right)=450+6\left(630\right)$

Tags

CCSS.7.EE.B.4A

MULTIPLE CHOICE QUESTION

45 sec • 1 pt

A neighborhood decides to open a new library. The function $b\left(w\right)$ represents the total number of books in the library after $w$ weeks.

You should set up your equation like this for which question?
$b\left(500\right)=450+6\left(500\right)$

How long will it take until there are 500 books in the library?

How many books will be in the library after 500 weeks?

Tags

CCSS.HSF.LE.B.5

10.

MULTIPLE CHOICE QUESTION

30 sec • 1 pt

Jane is saving more money in a different savings account! The total amount of money, $a\left(t\right)$ , that she has saved after $t$ months is given by $a\left(t\right)=40t+35$ .

What is the slope of this function?

$a\left(t\right)$

$40$

$t$

$35$

Tags

CCSS.HSF.LE.B.5

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Linear Functions in Context

21 questions

For the linear function h(t)=3t+10h\left(t\right)=3t+10h(t)=3t+10 , what is the input?

For the linear function h(t)=3t+10h\left(t\right)=3t+10h(t)=3t+10 , what is the y-intercept?

For the linear function h(t)=3t+10h\left(t\right)=3t+10h(t)=3t+10 , what is the slope?

A neighborhood decides to open a new library. The function b(w)b\left(w\right)b(w) represents the total number of books in the library after www weeks. b(w)=450+6wb\left(w\right)=450+6wb(w)=450+6w What is the output of this function?

A neighborhood decides to open a new library. The function b(w)b\left(w\right)b(w) represents the total number of books in the library after www weeks. b(w)=450+6wb\left(w\right)=450+6wb(w)=450+6w What is the slope of this function?

A neighborhood decides to open a new library. The function b(w)b\left(w\right)b(w) represents the total number of books in the library after www weeks. b(w)=450+6wb\left(w\right)=450+6wb(w)=450+6w What is the meaning of the slope?

A neighborhood decides to open a new library. The function b(w)b\left(w\right)b(w) represents the total number of books in the library after www weeks. b(w)=450+6wb\left(w\right)=450+6wb(w)=450+6w Which part of the function represents the number of books the library started with?

A neighborhood decides to open a new library. The function b(w)b\left(w\right)b(w) represents the total number of books in the library after www weeks. b(w)=450+6wb\left(w\right)=450+6wb(w)=450+6w If you want to find out how many weeks until there are 630630630 books, which is correct?

A neighborhood decides to open a new library. The function b(w)b\left(w\right)b(w) represents the total number of books in the library after www weeks.You should set up your equation like this for which question? b(500)=450+6(500)b\left(500\right)=450+6\left(500\right)b(500)=450+6(500)

Jane is saving more money in a different savings account! The total amount of money, a(t)a\left(t\right)a(t) , that she has saved after ttt months is given by a(t)=40t+35a\left(t\right)=40t+35a(t)=40t+35 . What is the slope of this function?

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For the linear function
$h\left(t\right)=3t+10$ , what is the input?

For the linear function
$h\left(t\right)=3t+10$ , what is the y-intercept?

For the linear function
$h\left(t\right)=3t+10$ , what is the slope?

A neighborhood decides to open a new library. The function $b\left(w\right)$ represents the total number of books in the library after $w$ weeks.
$b\left(w\right)=450+6w$
What is the output of this function?

A neighborhood decides to open a new library. The function $b\left(w\right)$ represents the total number of books in the library after $w$ weeks.
$b\left(w\right)=450+6w$
What is the slope of this function?

A neighborhood decides to open a new library. The function $b\left(w\right)$ represents the total number of books in the library after $w$ weeks.
$b\left(w\right)=450+6w$
What is the meaning of the slope?

A neighborhood decides to open a new library. The function $b\left(w\right)$ represents the total number of books in the library after $w$ weeks.
$b\left(w\right)=450+6w$
Which part of the function represents the number of books the library started with?

A neighborhood decides to open a new library. The function $b\left(w\right)$ represents the total number of books in the library after $w$ weeks.
$b\left(w\right)=450+6w$
If you want to find out how many weeks until there are $630$ books, which is correct?

A neighborhood decides to open a new library. The function $b\left(w\right)$ represents the total number of books in the library after $w$ weeks.

You should set up your equation like this for which question?
$b\left(500\right)=450+6\left(500\right)$

Jane is saving more money in a different savings account! The total amount of money, $a\left(t\right)$ , that she has saved after $t$ months is given by $a\left(t\right)=40t+35$ .

What is the slope of this function?