Quiz: Shifting Functions Vertically and Horizontally

Question 1a of 9 ( 3 Shifting Graphs Horizontally and Vertically 91782 )

Maximum Attempts: 1

Question Type: Text Fill In Blank

Maximum Score: 2

Is Case Sensitive: false

Correct Answer:

(x - 2)^2 + 1, 1 + (-2 + x)^2, 1 + (x - 2)^2, (x + (-2))^2 + 1, (x - 2)^2 + 1, 1+(-2+x)^2, 1+(x-2)^2,

(x+(-2))^2 +1, (x-2)^2 +1, (x - 2)^2+1, 1+ (-2 + x)^2, 1 +(-2 + x)^2, 1+ (x - 2)^2, 1 +(x - 2)^2, 1+(x - 2)^2, (x + (-2))^2+ 1, (x + (-2))^2 +1, (x + (-2))^2+1, (x - 2)^2+ 1, (x - 2)^2 +1, (x - 2)^2+1

Question: The graphs below have the same shape. Complete the equation of the blue graph. Enter exponents using the

caret (^); for example, enter x2 as x^2. Do not include "G(x) =" in your answer.

G(x) = _____

Attempt Incorrect Feedback

1st

Correct Feedback

Global Incorrect Feedback

The correct answer is: (x - 2)2 + 1.

Question 1b of 9 ( 3 Shifting Graphs Horizontally and Vertically 245395 )

Maximum Attempts: 1

Question Type: Text Fill In Blank

Maximum Score: 2

Is Case Sensitive: false

Correct Answer:

(x - 3)^2 + 1, 1 + (-3 + x)^2, 1 + (x - 3)^2, (x + (-3))^2 + 1, (x - 3)^2 + 1, 1+(-3+x)^2, 1+(x-3)^2,

(x+(-3))^2 +1, (x-3)^2 +1, (x - 3)^2+1, 1+ (-3 + x)^2, 1 +(-3 + x)^2, 1+ (x - 3)^2, 1 +(x - 3)^2, 1+(x - 3)^2, (x + (-3))^2+ 1, (x + (-3))^2 +1, (x + (-3))^2+1, (x - 3)^2+ 1, (x - 3)^2 +1, (x - 3)^2+1

Question: The graphs below have the same shape. Complete the equation of the blue graph. Enter exponents using the

caret (^); for example, enter x2 as x^2. Do not include "G(x) =" in your answer.

G(x) = _____

Attempt Incorrect Feedback

1st

Correct Feedback

Global Incorrect Feedback

The correct answer is: (x - 3)2 + 1.

Question 1c of 9 ( 3 Shifting Graphs Horizontally and Vertically 245396 )

Maximum Attempts: 1

Question Type: Text Fill In Blank

Maximum Score: 2

Is Case Sensitive: false

Correct Answer:

(x - 4)^2 + 1, 1 + (-4 + x)^2, 1 + (x - 4)^2, (x + (-4))^2 + 1, (x - 4)^2 + 1, 1+(-4+x)^2, 1+(x-4)^2,

(x+(-4))^2 +1, (x-4)^2 +1, (x - 4)^2+1, 1+ (-4 + x)^2, 1 +(-4 + x)^2, 1+ (x - 4)^2, 1 +(x - 4)^2, 1+(x - 4)^2, (x + (-4))^2+ 1, (x + (-4))^2 +1, (x + (-4))^2+1, (x - 4)^2+ 1, (x - 4)^2 +1, (x - 4)^2+1, (x + (-2))^2 + 1

Question: The graphs below have the same shape. Complete the equation of the blue graph. Enter exponents using the

caret (^); for example, enter x2 as x^2. Do not include "G(x) =" in your answer.

G(x) = _____

Attempt Incorrect Feedback

1st

Correct Feedback

Global Incorrect Feedback

The correct answer is: (x - 4)2 + 1.

Question 2a of 9 ( 3 Shifting Graphs Horizontally and Vertically 91783 )

Maximum Attempts: 1

Question Type: Text Fill In Blank

Maximum Score: 2

Is Case Sensitive: false

Correct Answer: (x + 2)^2 + 1, 1 + (2 + x)^2, (2 + x)^2 + 1, 1 + (x + 2)^2, 1+(x+2)^2, 1+(2+x)^2, (2+x)^2 +1, (x+2)^2 +1, (2+x)^2+1, (x+2)^2+1

Question: The graphs below have the same shape. Complete the equation of the blue graph. Enter exponents using the caret (^); for example, enter x2 as x^2. Do not include "G(x) =" in your answer.

G(x) = _____

Attempt Incorrect Feedback

1st

Correct Feedback

Global Incorrect Feedback

The correct answer is: (x + 2)2 + 1.

Question 2b of 9 ( 3 Shifting Graphs Horizontally and Vertically 245397 )

Maximum Attempts: 1

Question Type: Text Fill In Blank

Maximum Score: 2

Is Case Sensitive: false

Correct Answer: (x + 3)^2 + 1, 1 + (3 + x)^2, (3 + x)^2 + 1, 1 + (x + 3)^2, 1+(x+3)^2, 1+(3+x)^2, (3+x)^2 +1, (x+3)^2 +1, (3+x)^2+1, (x+3)^2+1

Question: The graphs below have the same shape. Complete the equation of the blue graph. Enter exponents using the caret (^); for example, enter x2 as x^2. Do not include "G(x) =" in your answer.

G(x) = _____

Attempt Incorrect Feedback

1st

Correct Feedback

Global Incorrect Feedback

The correct answer is: (x + 3)2 + 1.

Question 2c of 9 ( 3 Shifting Graphs Horizontally and Vertically 245398 )

Maximum Attempts: 1

Question Type: Text Fill In Blank

Maximum Score: 2

Is Case Sensitive: false

Correct Answer: (x + 4)^2 + 1, 1 + (4 + x)^2, (4 + x)^2 + 1, 1 + (x + 4)^2, 1+(x+4)^2, 1+(4+x)^2, (4+x)^2 +1, (x+4)^2 +1, (4+x)^2+1, (x+4)^2+1

Question: The graphs below have the same shape. Complete the equation of the blue graph. Enter exponents using the caret (^); for example, enter x2 as x^2. Do not include "G(x) =" in your answer.

G(x) = _____

Attempt Incorrect Feedback

1st

Correct Feedback

Global Incorrect Feedback

The correct answer is: (x + 4)2 + 1.

Question 3a of 9 ( 3 Shifting Graphs Horizontally and Vertically 91784 )

Maximum Attempts: 1

Question Type: Text Fill In Blank

Maximum Score: 2

Is Case Sensitive: false

Correct Answer:

(x + 3)^2 - 2, -2 + (x - (-3))^2, -2 + (3 + x)^2, (x - (-3))^2 - 2, (x + 3)^2 + (-2), -2 + (x + 3)^2, -2+(x+3)^2, -2+(x-(-3))^2, -2+(3+x)^2, (x-(-3))^2 -2, (x+3)^2 +(-2), (x+3)^2 -2, -2 +(x+3)^2, -2+

(x+3)^2, -2 +(3+x)^2, -2 +(x + 3)^2, -2 +(x +3)^2, -2 +(x+ 3)^2, -2+ (x + 3)^2, -2+ (x +3)^2, -2+ (x+ 3)^2, -2 +(x-(-3))^2, -2 +(x -(-3))^2, -2 +(x- (-3))^2, -2+ (x-(-3))^2, -2+ (x -(-3))^2, -2+ (x- (-3))^2, (x-(-3))^2 -2, (x -(-3))^2 -2, (x- (-3))^2 -2, (x-(-3))^2-2, (x -(-3))^2-2, (x- (-3))^2-2, (x+3)^2+(-2), (x +

3)^2+(-2), (x +3)^2+(-2), (x+ 3)^2+(-2), (x+3)^2+ (-2), (x + 3)^2+ (-2), (x +3)^2+ (-2), (x+ 3)^2+ (-2), (x+3)^2-2, (x + 3)^2-2, (x +3)^2-2, (x+ 3)^2-2, (x+3)^2- 2, (x +3)^2- 2, (x+ 3)^2- 2, (x + 3)^2- 2

Question: The graphs below have the same shape. Complete the equation of the blue graph. Enter exponents using the caret (^); for example, enter x2 as x^2. Do not include "G(x) =" in your answer.

G(x) = _____

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1st

Correct Feedback

Global Incorrect Feedback

The correct answer is: (x + 3)2 - 2.

Question 3b of 9 ( 3 Shifting Graphs Horizontally and Vertically 245400 )

Maximum Attempts: 1

Question Type: Text Fill In Blank

Maximum Score: 2

Is Case Sensitive: false

Correct Answer:

(x + 4)^2 - 3, -3 + (x + 4)^2, -3 + (x - (-4))^2, -3 + (4 + x)^2, (x - (-4))^2 - 3, (x + 4)^2 + (-3), -3+(x+4)^2, -3+(x-(-4))^2, -3+(4+x)^2, (x-(-4))^2 -3, (x+4)^2 +(-3), (x+4)^2 -3, -3 +(x+4)^2, -3+ (x+4)^2, -3 +(4+x)^2, -3 +(x + 4)^2, -3 +(x +4)^2, -3 +(x+ 4)^2, -3+ (x + 4)^2, -3+ (x +4)^2, -3+ (x+

4)^2, -3 +(x-(-4))^2, -3 +(x -(-4))^2, -3 +(x- (-4))^2, -3+ (x-(-4))^2, -3+ (x -(-4))^2, -3+ (x- (-4))^2, (x-(-4))^2 -3, (x -(-4))^2 -3, (x- (-4))^2 -3, (x-(-4))^2-3, (x -(-4))^2-3, (x- (-4))^2-3, (x+4)^2+(-3), (x + 4)^2+(-3), (x +4)^2+(-3), (x+ 4)^2+(-3), (x+4)^2+ (-3), (x + 4)^2+ (-3), (x +4)^2+ (-3), (x+ 4)^2+ (-3), (x+4)^2-3, (x + 4)^2-3, (x +4)^2-3, (x+ 4)^2-3, (x+4)^2- 3, (x +4)^2- 3, (x+ 4)^2- 3, (x + 4)^2- 3

Question: The graphs below have the same shape. Complete the equation of the blue graph. Enter exponents using the caret (^); for example, enter x2 as x^2. Do not include "G(x) =" in your answer.

G(x) = _____

Attempt Incorrect Feedback

1st

Correct Feedback

Global Incorrect Feedback

The correct answer is: (x + 4)2 - 3.

Question 3c of 9 ( 3 Shifting Graphs Horizontally and Vertically 245401 )

Maximum Attempts: 1

Question Type: Text Fill In Blank

Maximum Score: 2

Is Case Sensitive: false

Correct Answer:

(x + 4)^2 - 2, -2 + (x + 4)^2, -2 + (x - (-4))^2, -2 + (4 + x)^2, (x - (-4))^2 - 2, (x + 4)^2 + (-2), -

2+(x+4)^2, -2+(x-(-4))^2, -2+(4+x)^2, (x-(-4))^2 -2, (x+4)^2 +(-2), (x+4)^2 -2, -2 +(x+4)^2, -2+ (x+4)^2, -2 +(4+x)^2, -2 +(x + 4)^2, -2 +(x +4)^2, -2 +(x+ 4)^2, -2+ (x + 4)^2, -2+ (x +4)^2, -2+ (x+ 4)^2, -2 +(x-(-4))^2, -2 +(x -(-4))^2, -2 +(x- (-4))^2, -2+ (x-(-4))^2, -2+ (x -(-4))^2, -2+ (x- (-4))^2, (x-(-4))^2 -2, (x -(-4))^2 -2, (x- (-4))^2 -2, (x-(-4))^2-2, (x -(-4))^2-2, (x- (-4))^2-2, (x+4)^2+(-2), (x +

4)^2+(-2), (x +4)^2+(-2), (x+ 4)^2+(-2), (x+4)^2+ (-2), (x + 4)^2+ (-2), (x +4)^2+ (-2), (x+ 4)^2+ (-2), (x+4)^2-2, (x + 4)^2-2, (x +4)^2-2, (x+ 4)^2-2, (x+4)^2- 2, (x +4)^2- 2, (x+ 4)^2- 2, (x + 4)^2- 2

Question: The graphs below have the same shape. Complete the equation of the blue graph. Enter exponents using the

caret (^); for example, enter x2 as x^2. Do not include "G(x) =" in your answer.

G(x) = _____

Attempt Incorrect Feedback

1st

Correct Feedback

Global Incorrect Feedback

The correct answer is: (x + 4)2 - 2.

Question 4a of 9 ( 3 Shifting Graphs Horizontally and Vertically 91785 )

Maximum Attempts: 1

Question Type: Text Fill In Blank

Maximum Score: 2

Is Case Sensitive: false

Correct Answer: (x - 1)^2 - 3, -3 + ((-1) + x)^2, ((-1) + x)^2 + (-3), (x - 1)^2 + (-3), ((-1) + x)^2 - 3, -3 + (x - 1)^2, -3+(x-1)^2, -3+((-1)+x)^2, ((-1)+x)^2 +(-3), (x-1)^2 +(-3), ((-1)+x)^2 -3, (x-1)^2 -3, -3 +(x-1)^2, -3 +

(x-1)^2, -3 +(x -1)^2, -3 +(x - 1)^2, -3+ (x-1)^2, -3+ (x -1)^2, -3+ (x - 1)^2, -3+ (x- 1)^2, -3+(x - 1)^2, -3 +((-1)+x)^2, -3 + ((-1)+x)^2, -3 +((-1) +x)^2, -3 +((-1)+ x)^2, -3 + ((-1)+x)^2, -3 + ((-1) +x)^2, -3 + ((-1) + x)^2, -3 + ((-1)+ x)^2, -3+((-1) + x)^2, ((-1)+x)^2+(-3), ((-1) +x)^2+(-3), ((-1) + x)^2+(-3), ((-1)+x)^2+ (-3), ((-1)+ x)^2+(-3), (x - 1)^2+(-3), (x-1)^2+(-3), (x- 1)^2+(-3), (x- 1)^2 +(-3), (x- 1)^2+ (-3), (x - 1)^2+ (-3), ((-1)+x)^2-3, ((-1) +x)^2-3, ((-1) + x)^2-3, ((-1) +x)^2 -3, ((-1) +x)^2- 3, ((-1) + x)^2- 3, (x-1)^2-3, (x - 1)^2-3, (x -1)^2-3, (x -1)^2- 3, (x-1)^2- 3, (x- 1)^2 - 3

Question: The graphs below have the same shape. Complete the equation of the blue graph. Enter exponents using the caret (^); for example, enter x2 as x^2. Do not include "G(x) =" in your answer.

G(x) = _____

Attempt Incorrect Feedback

1st

Correct Feedback

Global Incorrect Feedback

The correct answer is: (x - 1)2 - 3.

Question 4b of 9 ( 3 Shifting Graphs Horizontally and Vertically 245402 )

Maximum Attempts: 1

Question Type: Text Fill In Blank

Maximum Score: 2

Is Case Sensitive: false

Correct Answer:

(x - 2)^2 - 4, -4 + (x - 2)^2, -4 + ((-2) + x)^2, ((-2) + x)^2 + (-4), (x - 2)^2 + (-4), ((-2) + x)^2 - 4, -4+(x-2)^2, -4+((-2)+x)^2, ((-2)+x)^2 +(-4), (x-2)^2 +(-4), ((-2)+x)^2 -4, (x-2)^2 -4, -4 +(x-2)^2, -4 + (x-2)^2, -4 +(x -2)^2, -4 +(x - 2)^2, -4+ (x-2)^2, -4+ (x -2)^2, -4+ (x - 2)^2, -4+ (x- 2)^2, -4+(x - 2)^2,

-4 +((-2)+x)^2, -4 + ((-2)+x)^2, -4 +((-2) +x)^2, -4 +((-2)+ x)^2, -4 + ((-2)+x)^2, -4 + ((-2) +x)^2, -4 + ((-2) + x)^2, -4 + ((-2)+ x)^2, -4+((-2) + x)^2, ((-2)+x)^2+(-4), ((-2) +x)^2+(-4), ((-2) + x)^2+(-4), ((-2)+x)^2+ (-4), ((-2)+ x)^2+(-4), (x - 2)^2+(-4), (x-2)^2+(-4), (x- 2)^2+(-4), (x- 2)^2 +(-4), (x- 2)^2+ (-4), (x - 2)^2+ (-4), ((-2)+x)^2-4, ((-2) +x)^2-4, ((-2) + x)^2-4, ((-2) +x)^2 -4, ((-2) +x)^2- 4,

((-2) + x)^2- 4, (x-2)^2-4, (x - 2)^2-4, (x -2)^2-4, (x -2)^2- 4, (x-2)^2- 4, (x- 2)^2 - 4

Question: The graphs below have the same shape. Complete the equation of the blue graph. Enter exponents using the caret (^); for example, enter x2 as x^2. Do not include "G(x) =" in your answer.

G(x) = _____

Attempt Incorrect Feedback

1st

Correct Feedback

Global Incorrect Feedback

The correct answer is: (x - 2)2 - 4.

Question 4c of 9 ( 3 Shifting Graphs Horizontally and Vertically 245403 )

Maximum Attempts: 1

Question Type: Text Fill In Blank

Maximum Score: 2

Is Case Sensitive: false

Correct Answer:

(x - 3)^2 - 5, -5 + (x - 3)^2, -5 + ((-3) + x)^2, ((-3) + x)^2 + (-5), (x - 3)^2 + (-5), ((-3) + x)^2 - 5, -

5+(x-3)^2, -5+((-3)+x)^2, ((-3)+x)^2 +(-5), (x-3)^2 +(-5), ((-3)+x)^2 -5, (x-3)^2 -5, -5 +(x-3)^2, -5 + (x-3)^2, -5 +(x -3)^2, -5 +(x - 3)^2, -5+ (x-3)^2, -5+ (x -3)^2, -5+ (x - 3)^2, -5+ (x- 3)^2, -5+(x - 3)^2, -5 +((-3)+x)^2, -5 + ((-3)+x)^2, -5 +((-3) +x)^2, -5 +((-3)+ x)^2, -5 + ((-3)+x)^2, -5 + ((-3) +x)^2, -5 + ((-3) + x)^2, -5 + ((-3)+ x)^2, -5+((-3) + x)^2, ((-3)+x)^2+(-5), ((-3) +x)^2+(-5), ((-3) + x)^2+(-5),

((-3)+x)^2+ (-5), ((-3)+ x)^2+(-5), (x - 3)^2+(-5), (x-3)^2+(-5), (x- 3)^2+(-5), (x- 3)^2 +(-5), (x- 3)^2+ (-5), (x - 3)^2+ (-5), ((-3)+x)^2-5, ((-3) +x)^2-5, ((-3) + x)^2-5, ((-3) +x)^2 -5, ((-3) +x)^2- 5,

((-3) + x)^2- 5, (x-3)^2-5, (x - 3)^2-5, (x -3)^2-5, (x -3)^2- 5, (x-3)^2- 5, (x- 3)^2 - 5

Question: The graphs below have the same shape. Complete the equation of the blue graph. Enter exponents using the

caret (^); for example, enter x2 as x^2. Do not include "G(x) =" in your answer.

G(x) = _____

Attempt Incorrect Feedback

1st

Correct Feedback

Global Incorrect Feedback

The correct answer is: (x - 3)2 - 5.

Question 5a of 9 ( 3 Shifting Graphs Horizontally and Vertically 91786 )

Maximum Attempts: 1

Question Type: Text Fill In Blank

Maximum Score: 2

Is Case Sensitive: false

Correct Answer: (x + 2)^2 - 3, -3 + (2 + x)^2, (x - (-2))^2 - 3, (x + 2)^2 + (-3), -3 + (x + 2)^2, -3+(x+2)^2, -3+(2+x)^2, (x-(-2))^2 -3, (x+2)^2 +(-3), (x+2)^2 -3, (x+2)^2 - 3, -3+ (x + 2)^2, -3+(x + 2)^2, -3+(x+ 2)^2, -3+ (x

+ 2)^2, -3+ (x+2)^2, -3+ (x +2)^2, -3 +(x + 2)^2, -3 +(x+ 2)^2, -3+ (x +2)^2, -3 +(x + 2)^2, -3+ (2 + x)^2, -3+(2 + x)^2, -3+ (2+ x)^2, -3+ (2+x)^2, -3+ (2 +x)^2, -3 + (2+x)^2, -3 + (2 +x)^2, -3 + (2+ x)^2, (x - (-2))^2- 3, (x - (-2))^2-3, (x -(-2))^2 - 3, (x -(-2))^2- 3, (x -(-2))^2-3, (x -(-2))^2 -3, (x-(-2))^2 -3, (x-(-2))^2 - 3, (x+ 2)^2+(-3), (x + 2)^2+ (-3), (x + 2)^2 +(-3), (x+ 2)^2 + (-3), (x+ 2)^2+ (-3), (x+ 2)^2+(-3), (x+ 2)^2 +(-3), (x +2)^2 + (-3), (x +2)^2+ (-3), (x +2)^2 +(-3), (x +2)^2+(-3), (x+2)^2 + (-3), (x+2)^2+ (-3), (x+2)^2+(-3), (x + 2)^2- 3, (x + 2)^2-3, (x +2)^2 - 3, (x +2)^2 -3, (x +2)^2- 3, (x

+2)^2- 3, (x+ 2)^2 - 3, (x +2)^2- 3, (x +2)^2 -3, (x +2)^2-3, (x+2)^2 - 3, (x+2)^2- 3, (x+2)^2 -3, (x+2)^2-3

Question: The graph below has the same shape as the graph of G(x) = x2, but it is shifted down three units and to the

left two units. Complete its equation. Enter exponents using the caret (^); for example, enter x2 as x^2. Do

not include "F(x) =" in your answer.

F(x) = _____

Attempt Incorrect Feedback

1st

Correct Feedback

Global Incorrect Feedback

The correct answer is: (x + 2)2 - 3.

Question 5b of 9 ( 3 Shifting Graphs Horizontally and Vertically 245404 )

Maximum Attempts: 1

Question Type: Text Fill In Blank

Maximum Score: 2

Is Case Sensitive: false

Correct Answer:

(x + 3)^2 - 4, -4 + (x + 3)^2, -4 + (3 + x)^2, (x - (-3))^2 - 4, (x + 3)^2 + (-4), -4+(x+3)^2, -4+(3+x)^2,

(x-(-3))^2 -4, (x+3)^2 +(-4), (x+3)^2 -4, (x+3)^2 - 4, -4+ (x + 3)^2, -4+(x + 3)^2, -4+(x+ 3)^2, -4+ (x + 3)^2, -4+ (x+3)^2, -4+ (x +3)^2, -4 +(x + 3)^2, -4 +(x+ 3)^2, -4+ (x +3)^2, -4 +(x + 3)^2, -4+ (3 + x)^2, -4+(3 + x)^2, -4+ (3+ x)^2, -4+ (3+x)^2, -4+ (3 +x)^2, -4 + (3+x)^2, -4 + (3 +x)^2, -4 + (3+ x)^2, (x - (-3))^2- 4, (x - (-3))^2-4, (x -(-3))^2 - 4, (x -(-3))^2- 4, (x -(-3))^2-4, (x -(-3))^2 -4, (x-(-3))^2

-4, (x-(-3))^2 - 4, (x+ 3)^2+(-4), (x + 3)^2+ (-4), (x + 3)^2 +(-4), (x+ 3)^2 + (-4), (x+ 3)^2+ (-4), (x+ 3)^2+(-4), (x+ 3)^2 +(-4), (x +3)^2 + (-4), (x +3)^2+ (-4), (x +3)^2 +(-4), (x +3)^2+(-4), (x+3)^2 + (-4), (x+3)^2+ (-4), (x+3)^2+(-4), (x + 3)^2- 4, (x + 3)^2-4, (x +3)^2 - 4, (x +3)^2 -4, (x +3)^2- 4, (x +3)^2- 4, (x+ 3)^2 - 4, (x +3)^2- 4, (x +3)^2 -4, (x +3)^2-4, (x+3)^2 - 4, (x+3)^2- 4, (x+3)^2 -4, (x+3)^2-4

Question: The graph below has the same shape as the graph of G(x) = x2, but it is shifted down four units and to the left three units. Complete its equation. Enter exponents using the caret (^); for example, enter x2 as x^2. Do not include "F(x) =" in your answer.

F(x) = _____

Attempt Incorrect Feedback

1st

Correct Feedback

Global Incorrect Feedback

The correct answer is: (x + 3)2 - 4.

Question 5c of 9 ( 3 Shifting Graphs Horizontally and Vertically 245405 )

Maximum Attempts: 1

Question Type: Text Fill In Blank

Maximum Score: 2

Is Case Sensitive: false

Correct Answer:

(x + 4)^2 - 5, -5 + (x + 4)^2, -5 + (4 + x)^2, (x - (-4))^2 - 5, (x + 4)^2 + (-5), -5+(x+4)^2, -5+(4+x)^2, (x-(-4))^2 -5, (x+4)^2 +(-5), (x+4)^2 -5, (x+4)^2 - 5, -5+ (x + 4)^2, -5+(x + 4)^2, -5+(x+ 4)^2, -5+ (x + 4)^2, -5+ (x+4)^2, -5+ (x +4)^2, -5 +(x + 4)^2, -5 +(x+ 4)^2, -5+ (x +4)^2, -5 +(x + 4)^2, -5+ (4 + x)^2, -5+(4 + x)^2, -5+ (4+ x)^2, -5+ (4+x)^2, -5+ (4 +x)^2, -5 + (4+x)^2, -5 + (4 +x)^2, -5 + (4+ x)^2, (x - (-4))^2- 5, (x - (-4))^2-5, (x -(-4))^2 - 5, (x -(-4))^2- 5, (x -(-4))^2-5, (x -(-4))^2 -5, (x-(-4))^2 -5, (x-(-4))^2 - 5, (x+ 4)^2+(-5), (x + 4)^2+ (-5), (x + 4)^2 +(-5), (x+ 4)^2 + (-5), (x+ 4)^2+ (-5), (x+ 4)^2+(-5), (x+ 4)^2 +(-5), (x +4)^2 + (-5), (x +4)^2+ (-5), (x +4)^2 +(-5), (x +4)^2+(-5), (x+4)^2 + (-

5), (x+4)^2+ (-5), (x+4)^2+(-5), (x + 4)^2- 5, (x + 4)^2-5, (x +4)^2 - 5, (x +4)^2 -5, (x +4)^2- 5, (x +4)^2- 5, (x+ 4)^2 - 5, (x +4)^2- 5, (x +4)^2 -5, (x +4)^2-5, (x+4)^2 - 5, (x+4)^2- 5, (x+4)^2 -5, (x+4)^2-5

Question: The graph below has the same shape as the graph of G(x) = x2, but it is shifted down five units and to the left four units. Complete its equation. Enter exponents using the caret (^); for example, enter x2 as x^2. Do not include "F(x) =" in your answer.

F(x) = _____

Attempt Incorrect Feedback

1st

Correct Feedback

Global Incorrect Feedback

The correct answer is: (x + 4)2 - 5.

Question 6a of 9 ( 3 Shifting Graphs Horizontally and Vertically 91787 )

Maximum Attempts: 1

Question Type: Text Fill In Blank

Maximum Score: 2

Is Case Sensitive: false

Correct Answer: (x - 1)^2 + 3, (x + (-1))^2 + 3, 3 + (x - 1)^2, 3 + (x + (-1))^2, 3+(x+(-1))^2, (x+(-1))^2 +3, 3+ (x-1)^2, (x-1)^2 +3, 3+ (x + (-1))^2, 3+ (x+ (-1))^2, 3+ (x+(-1))^2, 3+ (x +(-1))^2, 3+(x + (-1))^2, 3 +(x + (-

1))^2, 3 +(x+ (-1))^2, 3 +(x +(-1))^2, (x + (-1))^2+ 3, (x + (-1))^2 +3, (x + (-1))^2+3, (x +(-1))^2 + 3, (x +(-1))^2+ 3, (x +(-1))^2 +3, (x +(-1))^2+3, (x+ (-1))^2 + 3, (x+ (-1))^2+ 3, (x+ (-1))^2 +3, (x+ (-1))^2+3, (x+(-1))^2 + 3, (x+(-1))^2+ 3, (x+(-1))^2 +3, (x+(-1))^2+3, (x - 1)^2+ 3, (x - 1)^2 +3, (x - 1)^2+3, (x- 1)^2 + 3, (x- 1)^2+ 3, (x- 1)^2 +3, (x- 1)^2+3, (x -1)^2 + 3, (x -1)^2 +3, (x -1)^2+ 3, (x -1)^2+3, (x-1)^2 + 3, (x-1)^2 +3, (x-1)^2+ 3, (x-1)^2+3

Question: The graph below has the same shape as the graph of G(x) = x2, but it is shifted up three units and to the right one unit. Complete its equation. Enter exponents using the caret (^); for example, enter x2 as x^2. Do not include "F(x) =" in your answer.

F(x) = _____

Attempt Incorrect Feedback

1st

Correct Feedback

Global Incorrect Feedback

The correct answer is: (x - 1)2 + 3.

Question 6b of 9 ( 3 Shifting Graphs Horizontally and Vertically 245407 )

Maximum Attempts: 1

Question Type: Text Fill In Blank

Maximum Score: 2

Is Case Sensitive: false

Correct Answer:

(x - 2)^2 + 4, 4 + (x + (-2))^2, (x + (-2))^2 + 4, 4 + (x - 2)^2, 4+(x+(-2))^2, (x+(-2))^2 +4, 4+ (x-2)^2, (x-2)^2 +4, 4+ (x + (-2))^2, 4+ (x+ (-2))^2, 4+ (x+(-2))^2, 4+ (x +(-2))^2, 4+(x + (-2))^2, 4 +(x + (-2))^2, 4 +(x+ (-2))^2, 4 +(x +(-2))^2, (x + (-2))^2+ 4, (x + (-2))^2 +4, (x + (-2))^2+4, (x +(-2))^2 + 4,

(x +(-2))^2+ 4, (x +(-2))^2 +4, (x +(-2))^2+4, (x+ (-2))^2 + 4, (x+ (-2))^2+ 4, (x+ (-2))^2 +4, (x+ (-2))^2+4, (x+(-2))^2 + 4, (x+(-2))^2+ 4, (x+(-2))^2 +4, (x+(-2))^2+4, (x - 2)^2+ 4, (x - 2)^2 +4, (x - 2)^2+4, (x- 2)^2 + 4, (x- 2)^2+ 4, (x- 2)^2 +4, (x- 2)^2+4, (x -2)^2 + 4, (x -2)^2 +4, (x -2)^2+ 4, (x -2)^2+4, (x-2)^2 + 4, (x-2)^2 +4, (x-2)^2+ 4, (x-2)^2+4

Question: The graph below has the same shape as the graph of G(x) = x2, but it is shifted up four units and to the right two units. Complete its equation. Enter exponents using the caret (^); for example, enter x2 as x^2. Do not include "F(x) =" in your answer.

F(x) = _____

Attempt Incorrect Feedback

1st

Correct Feedback

Global Incorrect Feedback

The correct answer is: (x - 2)2 + 4.

Question 6c of 9 ( 3 Shifting Graphs Horizontally and Vertically 245408 )

Maximum Attempts: 1

Question Type: Text Fill In Blank

Maximum Score: 2

Is Case Sensitive: false

Correct Answer:

(x - 3)^2 + 44 + (x + (-3))^2, (x + (-3))^2 + 4, 4 + (x - 3)^2, 4+(x+(-3))^2, (x+(-3))^2 +4, 4+ (x-3)^2,

(x-3)^2 +4, 4+ (x + (-3))^2, 4+ (x+ (-3))^2, 4+ (x+(-3))^2, 4+ (x +(-3))^2, 4+(x + (-3))^2, 4 +(x + (-3))^2, 4 +(x+ (-3))^2, 4 +(x +(-3))^2, (x + (-3))^2+ 4, (x + (-3))^2 +4, (x + (-3))^2+4, (x +(-3))^2 + 4, (x +(-3))^2+ 4, (x +(-3))^2 +4, (x +(-3))^2+4, (x+ (-3))^2 + 4, (x+ (-3))^2+ 4, (x+ (-3))^2 +4, (x+ (-3))^2+4, (x+(-3))^2 + 4, (x+(-3))^2+ 4, (x+(-3))^2 +4, (x+(-3))^2+4, (x - 3)^2+ 4, (x - 3)^2 +4, (x -

3)^2+4, (x- 3)^2 + 4, (x- 3)^2+ 4, (x- 3)^2 +4, (x- 3)^2+4, (x -3)^2 + 4, (x -3)^2 +4, (x -3)^2+ 4, (x -3)^2+4, (x-3)^2 + 4, (x-3)^2 +4, (x-3)^2+ 4, (x-3)^2+4

Question: The graph below has the same shape as the graph of G(x) = x2, but it is shifted up four units and to the right three units. Complete its equation. Enter exponents using the caret (^); for example, enter x2 as x^2. Do not include "F(x) =" in your answer.

F(x) = _____

Attempt Incorrect Feedback

1st

Correct Feedback

Global Incorrect Feedback

The correct answer is: (x - 3)2 + 4.

Question 7a of 9 ( 3 Shifting Graphs Horizontally and Vertically 134999 )

Maximum Attempts: 1

Question Type: True-False

Maximum Score: 2

Question: When you shift the graph of an equation left or right, every instance of x in the equation changes.

Choice Feedback

*A. True

B. False

Global Incorrect Feedback

The correct answer is: True.

Question 7b of 9 ( 3 Shifting Graphs Horizontally and Vertically 245409 )

Maximum Attempts: 1

Question Type: True-False

Maximum Score: 2

Question: When you shift the graph of an equation left or right, every instance of x in the equation stays the same.

Choice Feedback

A. True

*B. False

Global Incorrect Feedback

The correct answer is: False.

Question 7c of 9 ( 3 Shifting Graphs Horizontally and Vertically 245410 )

Maximum Attempts: 1

Question Type: True-False

Maximum Score: 2

Question: When you shift the graph of an equation up or down, every instance of x in the equation changes.

Choice Feedback

*A. True

B. False

Global Incorrect Feedback

The correct answer is: True.

Question 8a of 9 ( 3 Shifting Graphs Horizontally and Vertically 135000 )

Maximum Attempts: 1

Question Type: Multiple Choice

Maximum Score: 2

Question: If H(x) = 4x2 - 16 was shifted nine units to the right and one down, what would the new equation be?

Choice Feedback

A. H(x) = 4(x - 17)2 - 9

*B. H(x) = 4(x - 9)2 - 17

C. H(x) = 4(x - 7)2 + 16

D. H(x) = 4(x + 9)2 - 17

Global Incorrect Feedback

The correct answer is: H(x) = 4(x - 9)2 - 17.

Question 8b of 9 ( 3 Shifting Graphs Horizontally and Vertically 245411 )

Maximum Attempts: 1

Question Type: Multiple Choice

Maximum Score: 2

Question: If H(x) = 4x2 - 16 was shifted five units to the right and two down, what would the new equation be?

Choice Feedback

A. H(x) = 4(x - 18)2 - 5

B. H(x) = 4(x - 5)2 + 14

*C. H(x) = 4(x - 5)2 - 18

D. H(x) = 4(x + 5)2 - 17

Global Incorrect Feedback

The correct answer is: H(x) = 4(x - 5)2 - 18.

Question 8c of 9 ( 3 Shifting Graphs Horizontally and Vertically 245412 )

Maximum Attempts: 1

Question Type: Multiple Choice

Maximum Score: 2

Question: If H(x) = 4x2 - 16 was shifted seven units to the right and three down, what would the new equation be?

Choice Feedback

*A. H(x) = 4(x - 7)2 - 19

B. H(x) = 4(x - 9)2 - 17

C. H(x) = 4(x + 7)2 + 19

D. H(x) = 4(x + 9)2 - 17

Global Incorrect Feedback

The correct answer is: H(x) = 4(x - 7)2 - 19.

Question 9a of 9 ( 3 Shifting Graphs Horizontally and Vertically 135001 )

Maximum Attempts: 1

Question Type: Multiple Choice

Maximum Score: 2

Question:

If G(x) = was shifted three units to the left and three units up, what would the new equation be?

Choice Feedback

*A.

B.

C.

D.

Global Incorrect Feedback

The correct answer is: .

Question 9b of 9 ( 3 Shifting Graphs Horizontally and Vertically 245413 )

Maximum Attempts: 1

Question Type: Multiple Choice

Maximum Score: 2

Question:

If G(x) = was shifted four units to the left and four units up, what would the new equation be?

Choice Feedback

A.

*B.

C.

D.

Global Incorrect Feedback

The correct answer is: .

Question 9c of 9 ( 3 Shifting Graphs Horizontally and Vertically 245414 )

Maximum Attempts: 1

Question Type: Multiple Choice

Maximum Score: 2

Question:

If G(x) = was shifted two units to the left and two units up, what would the new equation be?

Choice Feedback

A.

B.

C.

*D.

Global Incorrect Feedback

The correct answer is: .