20 algebra questions – need asap

Question 1 of 20

5.0 Points

Solve the following radical equation: 

√(x-3) + 5 = x

 

 

[removed] 

A. {2}

 

[removed] 

B. {5}

 

[removed] 

C. {9}

 

[removed] 

D. {7}

 

Question 2 of 20

5.0 Points

Solve:

5


+ 4

 + 

11


y2 + – 12

 = 

7


– 3

 

 

 

[removed] 

A. 16

 

[removed] 

B. -16

 

[removed] 

C. 2

 

[removed] 

D. -2

 

Question 3 of 20

5.0 Points

     

Solve the following quadratic equation: 

(x + 3)2 + 25 = 0

 

 

[removed] 

A. {-4 – 6i, -1 + 4i}

 

[removed] 

B. {-4 – 6i, -2 + 5i}

 

[removed] 

C. {-3 – 5i, -3 + 5i}

 

[removed] 

D. {-6 – 5i, -2 + 4i}

 

Question 4 of 20

5.0 Points

Solve the following linear equation: 

7(x – 2) = 4(x + 1) – 21

 

 

[removed] 

A. x = 0

 

[removed] 

B. x = -1

 

[removed] 

C. x = -3

 

[removed] 

D. x = 3

 

Question 5 of 20

5.0 Points

     

Solve the following quadratic equation: 

6x2 + 3x – 30 = 0

 

 

[removed] 

A. {1/2,2}

 

[removed] 

B. {1/2,7/5}

 

[removed] 

C. {3,-5/2}

 

[removed] 

D. {-1/3,5}

 

Question 6 of 20

5.0 Points

Solve the following linear equation: 

-10 – 3(2x + 1) – 8x – 1 = 0

 

 

[removed] 

A. x = -2

 

[removed] 

B. x = 4

 

[removed] 

C. x = -1

 

[removed] 

D. x = -2

 

Question 7 of 20

5.0 Points

Solve the following linear equation: 

2x – 3


4

 = 

x -4


2

 – 

x + 1


4

 

 

 

[removed] 

A. 2

 

[removed] 

B. 3

 

[removed] 

C. -6

 

[removed] 

D. -8

 

Question 8 of 20

5.0 Points

The x coordinate of a y coordinate point where a graph crosses the y axis is:

 

 

[removed] 

A. This answer cannot be determined.

 

[removed] 

B. -1.

 

[removed] 

C. X2.

 

[removed] 

D. 0.

 

Question 9 of 20

5.0 Points

Solve the system of linear inequalities by graphing. 

3x + 4y ≤ 12 
x ≥ 3

 

 

[removed] 

A. https://study.ashworthcollege.edu/access/content/group/ddef570e-fc7d-4cb1-bd6e-3d3f5ab3f21b/v9/Images/Exam%20Images/Lesson%201/Lesson%201%20Exam%20Question%201a.jpg

 

[removed] 

B. https://study.ashworthcollege.edu/access/content/group/ddef570e-fc7d-4cb1-bd6e-3d3f5ab3f21b/v9/Images/Exam%20Images/Lesson%201/Lesson%201%20Exam%20Question%201b.jpg

 

[removed] 

C. https://study.ashworthcollege.edu/access/content/group/ddef570e-fc7d-4cb1-bd6e-3d3f5ab3f21b/v9/Images/Exam%20Images/Lesson%201/Lesson%201%20Exam%20Question%201c.jpg

 

[removed] 

D. https://study.ashworthcollege.edu/access/content/group/ddef570e-fc7d-4cb1-bd6e-3d3f5ab3f21b/v9/Images/Exam%20Images/Lesson%201/Lesson%201%20Exam%20Question%201d.jpg

 

Reset Selection

Question 10 of 20

5.0 Points

Solve the following linear inequality: 

x/6 + 1/8 ≤ x/2 – 3/4

 

 

[removed] 

A. [21/8, ∞)

 

[removed] 

B. [12/3, -∞)

 

[removed] 

C. [4,-∞)

 

[removed] 

D. (-∞, ∞)

 

Question 11 of 20

5.0 Points

     

Solve the system of linear inequalities by graphing. 

3x + 4y ≤ 12 
x + 3y ≤ 6 
x ≥ 0 
y ≥ 0

 

 

[removed] 

A. https://study.ashworthcollege.edu/access/content/group/ddef570e-fc7d-4cb1-bd6e-3d3f5ab3f21b/v9/Images/Exam%20Images/Lesson%201/Lesson%201%20Exam%20Question%202a.jpg

 

[removed] 

B. https://study.ashworthcollege.edu/access/content/group/ddef570e-fc7d-4cb1-bd6e-3d3f5ab3f21b/v9/Images/Exam%20Images/Lesson%201/Lesson%201%20Exam%20Question%202b.jpg

 

[removed] 

C. https://study.ashworthcollege.edu/access/content/group/ddef570e-fc7d-4cb1-bd6e-3d3f5ab3f21b/v9/Images/Exam%20Images/Lesson%201/Lesson%201%20Exam%20Question%202c.jpg

 

[removed] 

D. https://study.ashworthcollege.edu/access/content/group/ddef570e-fc7d-4cb1-bd6e-3d3f5ab3f21b/v9/Images/Exam%20Images/Lesson%201/Lesson%201%20Exam%20Question%202d.jpg

 

Reset Selection

Question 12 of 20

5.0 Points

Solve the following linear inequality:

3(x + 4) ≥ 5x – 123

 

 

[removed] 

A. [-7,∞)

 

[removed] 

B. (-∞, 13/2]

 

[removed] 

C. (-∞, 12]

 

[removed] 

D. None of the above

 

Question 13 of 20

5.0 Points

Solve the following linear inequality:
 

-3

 ≤ 

2x + 5


3

 < 

6

 

 

 

[removed] 

A. [-7, 13/2)

 

[removed] 

B. [-12, 7/2)

 

[removed] 

C. [-3, 8/3)

 

[removed] 

D. [3, 6/5)

 

Question 14 of 20

5.0 Points

     

Solve the system of linear inequalities by graphing. 

x – 2y ≥ 4 
x ≤ 4

 

 

[removed] 

A. https://study.ashworthcollege.edu/access/content/group/ddef570e-fc7d-4cb1-bd6e-3d3f5ab3f21b/v9/Images/Exam%20Images/Lesson%201/Lesson%201%20Exam%20Question%207a.jpg

 

[removed] 

B. https://study.ashworthcollege.edu/access/content/group/ddef570e-fc7d-4cb1-bd6e-3d3f5ab3f21b/v9/Images/Exam%20Images/Lesson%201/Lesson%201%20Exam%20Question%207b.jpg

 

[removed] 

C. https://study.ashworthcollege.edu/access/content/group/ddef570e-fc7d-4cb1-bd6e-3d3f5ab3f21b/v9/Images/Exam%20Images/Lesson%201/Lesson%201%20Exam%20Question%207c.jpg

 

[removed] 

D. https://study.ashworthcollege.edu/access/content/group/ddef570e-fc7d-4cb1-bd6e-3d3f5ab3f21b/v9/Images/Exam%20Images/Lesson%201/Lesson%201%20Exam%20Question%207d.jpg

 

Reset Selection

Question 15 of 20

5.0 Points

Solve. Write the solution in interval notation. 

|x + 4| ≤ 6

 

 

 

[removed] 

A. (–∞, –10) (2, ∞)

 

[removed] 

B. (–∞, –10] [2, ∞)

 

[removed] 

C. (–10, 2)

 

[removed] 

D. [–10, 2]

 

Question 16 of 20

5.0 Points

Solve the following equation involving absolute value: 

-3│4x – 7│+ 15 = 0

 

 

[removed] 

A. {2/3, 3}

 

[removed] 

B. {1/4, 6}

 

[removed] 

C. {1/2, 3}

 

[removed] 

D. {1/5, 3}

 

Question 17 of 20

5.0 Points

Solve the following formula for the specified variable: 

V = 1/3 lwh for h

 

 

[removed] 

A. h = 3V/lw

 

[removed] 

B. h = 5V/lw

 

[removed] 

C. h = 2V/ w

 

[removed] 

D. h = 7V/lw

 

Question 18 of 20

5.0 Points

Solve the following quadratic equation: 

(3x – 1)2 = 75

 

 

[removed] 

A.

{1-5√3}


3

{1+5√3}


3

 

[removed] 

B.

{1-6√3}


2

,

{1+6√3}


2

 

[removed] 

C.

{1-4√7}


4

,

{1+2√3}


4

 

[removed] 

D.

{1-3√2}


3

,

{1+3√2}


3

 

Question 19 of 20

5.0 Points

Solve the system of linear inequalities by graphing. 

x + 2y ≤ 3 
2x – 3y ≤ 6

 

 

[removed] 

A. https://study.ashworthcollege.edu/access/content/group/ddef570e-fc7d-4cb1-bd6e-3d3f5ab3f21b/v9/Images/Exam%20Images/Lesson%201/Lesson%201%20Exam%20Question%203a.jpg

 

[removed] 

B. https://study.ashworthcollege.edu/access/content/group/ddef570e-fc7d-4cb1-bd6e-3d3f5ab3f21b/v9/Images/Exam%20Images/Lesson%201/Lesson%201%20Exam%20Question%203b.jpg

 

[removed] 

C. https://study.ashworthcollege.edu/access/content/group/ddef570e-fc7d-4cb1-bd6e-3d3f5ab3f21b/v9/Images/Exam%20Images/Lesson%201/Lesson%201%20Exam%20Question%203c.jpg

 

[removed] 

D. https://study.ashworthcollege.edu/access/content/group/ddef570e-fc7d-4cb1-bd6e-3d3f5ab3f21b/v9/Images/Exam%20Images/Lesson%201/Lesson%201%20Exam%20Question%203d.jpg

 

Reset Selection

Question 20 of 20

5.0 Points

Solve the following absolute value inequality: 

│3x + 2│ ≥ 3

 

 

[removed] 

A. (-∞, -5/3] [1/3, ∞)

 

[removed] 

B. (-∞, -6/7] [5/6, ∞)

 

[removed] 

C. (-∞, -4/7] [1/2, ∞)

 

[removed] 

D. (∞, -6/7] [1/3, ∞)

 

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