Mathematics

Grade10

Easy

Question

The graph of the relationship between the distance traveled and the cost of a car rental is shown.

list the interval on which the graph is increasing, and explain what it represents

0 < x ≤ 150 , if the distance is greater than 150 miles, cost remains the same
x > 150 , if the distance is greater than 150 miles, cost keeps increasing in a linear manner
x ≥ 150 , if the distance is greater than 150 miles, cost keeps increasing in a linear manner
0 < x < 150 , if the distance is greater than 150 miles, cost remains the same

hint Hint:

We observe the graph closely and find out the results accordingly.

The correct answer is: x > 150 , if the distance is greater than 150 miles, cost keeps increasing in a linear manner

Step 1 of 1:

Observe that, for a distance greater than 150 miles, the cost keeps increasing in a linear manner.
So, the interval should be x > 150.
Final Answer:
The right choice is- a. x > 150, if the distance is greater than 150 miles, the cost keeps increasing in a linear manner.

The graph of the relationship between the distance traveled and the cost of a car rental is shown.

List the interval at which the graph is constant and explain what it represents

MathematicsGrade10

Grade-10

Maths

Find the vertex of the function. f(x) = Ix – 2I + 4

MathsGrade-10

Grade10

Mathematics

A piecewise-defined function is shown.
$straight f left parenthesis straight x right parenthesis equals open curly brackets table attributes columnalign right columnspacing 1em end attributes row cell straight x minus 1 comma straight x less than straight n end cell row cell negative straight x plus 4 comma straight x greater or equal than straight n end cell end table close$
select the correct option mentioned below.
Statement 1: If the value of n changes, then the range of the function also changes.
Statement 2: If the value of n = 4, then the range is f(x) ≤ 2.

MathematicsGrade10

Grade10

Mathematics

A function f is defined by the rule -0.5x + 1 for the domain x < 1 and by the rule x for the domain x ≥ 1. Write the piecewise-defined function f using function notation

MathematicsGrade10

Grade10

Mathematics

Let $f left parenthesis x right parenthesis equals open curly brackets table attributes columnalign left end attributes row cell x plus 1 end cell cell space space space space 0 less or equal than x less than 4 end cell row cell x plus 4 end cell cell space space space space 4 less or equal than x less than 6 end cell row cell x plus 6 end cell cell space space space space 6 less or equal than x less or equal than 8 end cell end table close$ then the domain of f is

10th-Grade-Math---USAPiecewise-Functions

Piecewise-Functions

10th-Grade-Math---USA

Let $f left parenthesis x right parenthesis equals open curly brackets table attributes columnalign left end attributes row cell x plus 1 end cell cell space space space space space x less than 4 end cell row cell x plus 4 end cell cell space space space space space 4 less or equal than x less than 6 end cell row cell x plus 6 end cell cell space space space space space 6 less than x end cell end table close$ then the value of f(f(3)) is

10th-Grade-Math---USAPiecewise-Functions

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The graph of the relationship between the distance traveled and the cost of a car rental is shown.list the interval on which the graph is increasing, and explain what it represents

We observe the graph closely and find out the results accordingly.

The correct answer is: x > 150 , if the distance is greater than 150 miles, cost keeps increasing in a linear manner

Step 1 of 1:Observe that, for a distance greater than 150 miles, the cost keeps increasing in a linear manner.So, the interval should be x > 150.Final Answer:The right choice is- a. x > 150, if the distance is greater than 150 miles, the cost keeps increasing in a linear manner.

Related Questions to study

The graph of the relationship between the distance traveled and the cost of a car rental is shown.List the interval at which the graph is constant and explain what it represents

The graph of the relationship between the distance traveled and the cost of a car rental is shown.List the interval at which the graph is constant and explain what it represents

Find the vertex of the function. f(x) = Ix – 2I + 4

Find the vertex of the function. f(x) = Ix – 2I + 4

A piecewise-defined function is shown.select the correct option mentioned below.Statement 1: If the value of n changes, then the range of the function also changes. Statement 2: If the value of n = 4, then the range is f(x) ≤ 2.

A piecewise-defined function is shown.select the correct option mentioned below.Statement 1: If the value of n changes, then the range of the function also changes. Statement 2: If the value of n = 4, then the range is f(x) ≤ 2.

A function f is defined by the rule -0.5x + 1 for the domain x < 1 and by the rule x for the domain x ≥ 1. Write the piecewise-defined function f using function notation

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The evaluation of the function f(x) = [x], x = 2.65 is ____.

The evaluation of the function f(x) = [x], x = 2.65 is ____.

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Identify the function from the graph

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=

=

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=

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Let then the domain of f is

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The graph of the relationship between the distance traveled and the cost of a car rental is shown.

list the interval on which the graph is increasing, and explain what it represents

Step 1 of 1:

Observe that, for a distance greater than 150 miles, the cost keeps increasing in a linear manner.
So, the interval should be x > 150.
Final Answer:
The right choice is- a. x > 150, if the distance is greater than 150 miles, the cost keeps increasing in a linear manner.

The graph of the relationship between the distance traveled and the cost of a car rental is shown.

List the interval at which the graph is constant and explain what it represents

The graph of the relationship between the distance traveled and the cost of a car rental is shown.

List the interval at which the graph is constant and explain what it represents

Express the function as a piecewise-defined function.
f(x) = -2 IxI

Express the function as a piecewise-defined function.
f(x) = -2 IxI

Express the function as a piecewise-defined function.
f(x) = 5IxI

Express the function as a piecewise-defined function.
f(x) = 5IxI

$left ceiling 2.4 right ceiling minus left floor 2.4 right floor$ =

$left ceiling 2.4 right ceiling minus left floor 2.4 right floor$ =

$open floor 5.1 close floor$ =

$open floor 5.1 close floor$ =

$open ceil 5.1 close ceil$ =

$open ceil 5.1 close ceil$ =