Quiz about Square and Cube Root Quizizz

Question 1

What is the critical point for this equation.

$$y=5\ \sqrt[]{3\left(x-1\right)}+5$$

Accepted Answer

(1,5)

Answer

(3,1)

Answer

(-1,5)

Answer

(1,3)

Question 2

Which of these answer choices are the transformations of this graph?

$$y=5\ \sqrt[]{3\left(x-1\right)}+5$$

Accepted Answer

Right 1

Accepted Answer

Up 5

Answer

Left 1

Answer

Up 3

Answer

2 Flips

Question 3

What is the critical point for this equation.

$$y=\sqrt[]{4x}+5$$

Accepted Answer

(0,5)

Answer

(4,5)

Answer

(1,5)

Answer

(1,4)

Question 4

Which of these answer choices are the transformations of this graph?

$$y=\sqrt[]{4x}+5$$

Accepted Answer

Up 5

Accepted Answer

Horizontal Stretch of 4

Answer

Right 4

Answer

Down 5

Answer

Vertical Stretch of 4

Question 5

What is the Domain of this equation?

$$y=\sqrt[]{4x}+5$$

Accepted Answer

$$x\ge0$$

Answer

$$x\le0$$

Answer

$$x\ge5$$

Answer

$$x\ge4$$

Question 6

What is the Range of this equation?

$$y=\sqrt[]{4x}+5$$

Accepted Answer

$$y\ge5$$

Answer

$$y\le5$$

Answer

$$y\ge4$$

Answer

$$y\ge0$$

Question 7

What is the Range of this equation?

$$y=-\frac{1}{2}\ \sqrt[]{4\left(x-2\right)}-9$$

Accepted Answer

$$y\le-9$$

Answer

$$y\ge-9$$

Answer

$$y\ge2$$

Answer

$$y\le2$$

Question 8

What is the Domain of this equation?

$$y=-\frac{1}{2}\ \sqrt[]{4\left(x-2\right)}-9$$

Accepted Answer

$$x\ge2$$

Answer

$$x\ge-9$$

Answer

$$x\le-9$$

Answer

$$x\le2$$

Question 9

What is the critical point for this equation.

$$y=\frac{1}{2}\sqrt[3]{3\left(x+4\right)}-2$$

Accepted Answer

(-4,-2)

Answer

(3,4)

Answer

(4,2)

Answer

(-2,4)

Question 10

Which of these answer choices are the transformations of this graph?

$$y=\frac{1}{2}\sqrt[3]{3\left(x+4\right)}-2$$

Accepted Answer

Vertical Compress of 1/2

Accepted Answer

Left 4

Accepted Answer

Horizontal Stretch of 3

Answer

Up 2

Answer

Vertical Stretch of 3

Question 11

What is the critical point for this equation.

$$y=5\sqrt[3]{\frac{1}{3}\left(x+4\right)}$$

Accepted Answer

(-4,0)

Answer

(1/2,4)

Answer

(5,4)

Answer

(0,-4)

Question 12

Which of these answer choices are the transformations of this graph?

$$y=5\sqrt[3]{\frac{1}{3}\left(x+4\right)}$$

Accepted Answer

Left 4

Accepted Answer

Vertical Stretch of 5

Accepted Answer

Horizontal Compress of 1/3

Answer

Vertical Compress of 1/3

Answer

Up 4

Question 13

What is always the Domain and Range of Cube root functions?

Accepted Answer

All real #'s

Answer

No way to tell

Answer

All cube roots are different

Answer

$$x\ge0\ \ and\ y\ge0$$

Question 14

What is always the Domain and Range of square root functions?

Accepted Answer

All square roots are different

Answer

All real #'s

Answer

No way to tell

Answer

$$x\ge0\ \ and\ y\ge0$$

Question 15

How many possible directions could a square root graph go? Look at graphing revisited from two days ago.

Accepted Answer

4

Answer

1

Answer

2

Answer

3

Question 16

How many possible directions could a cube root graph go? Look at graphing cube roots from yesterday.

Accepted Answer

2

Answer

1

Answer

3

Answer

4

Question 17

What type of function is shown?

Accepted Answer

square root

Answer

cube root

Answer

logarithm

Answer

exponential

Question 18

What kind of function is represented by the graph?

Accepted Answer

Cubic Root Function

Answer

Cubic Function

Answer

Polynomial Function

Answer

Square Root Function

Question 19

Which function matches the graph?

Accepted Answer

$$y=-\ \sqrt[]{x+1}+3$$

Answer

$$y=\ \sqrt[]{x+1}+3$$

Answer

$$y=-\ \sqrt[]{x-1}+3$$

Answer

$$y=-\ \sqrt[]{x+3}+1$$

Question 20

Which function matches the graph?

Accepted Answer

$$y=\sqrt[3]{x-3}+2$$

Answer

$$y=\sqrt[3]{x+3}+2$$

Answer

$$y=\sqrt[3]{x-3}-2$$

Answer

$$y=-\sqrt[3]{x-3}+2$$

Question 21

Which function matches the graph?

Accepted Answer

$$y=-\ \sqrt[3]{x+3}-1$$

Answer

$$y=\ \sqrt[3]{x+3}-1$$

Answer

$$y=-\ \sqrt[3]{x-3}-1$$

Answer

$$y=-\ \sqrt[3]{x+3}+1$$

Question 22

Which function matches the graph?

Accepted Answer

$$y=\sqrt[]{x+4}-2$$

Answer

$$y=\sqrt[]{-x+4}-2$$

Answer

$$y=-\sqrt[]{x+4}-2$$

Answer

$$y=\sqrt[3]{x+4}-2$$

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