Find the scalar product.

Algebra II Final Exam Practice Quiz 2

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| By Mathmissk

Mathmissk

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Quizzes Created: 3 | Total Attempts: 7,051

Questions: 10 | Attempts: 6,619 | Updated: Jul 31, 2023

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Algebra II Final Exam Practice Quiz 2 - Quiz

Have a Math exam tomorrow? Want to practice some algebra quizzes? Take this "Algebra II Final exam Practice Quiz 2" to gauge your preparation levels and see if you are ready to ace the exam. The quiz contains holistic questions from simple to hard that are made to test your algebraic concepts. Play this informative quiz to practice algebra questions. If you like the quiz, share it with your friends and classmates. All the best!

Questions and Answers

1.
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  A
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  B
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  D
Correct Answer
A. A

Explanation
Use the variable assignments from the quadratic formula to find -b/2a. b= -8 and a = -2. So, -b/2a = 8/-4=-2. The x value is -2.

Now substitute -2 into the original equation. y=-2(-2)^2 - 8(-2) -1 and simplify. Watch your signs. You should get y= -8+16 -1 which is 7. So the answer is A.

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4
2.
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  A
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  B
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  D
Correct Answer
A. A
3.
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Correct Answer
C. C
4.
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Correct Answer
D. D
5.

Find the scalar product.
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  A
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  B
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  D
Correct Answer
B. B

Explanation
Just multiply everything by the scalar (the coefficient of the matrix. Here the scalar is -3!

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0
6.
- A.
  
  A
- B.
  
  B
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  C
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  D
Correct Answer
A. A

Explanation
Literally an exercise in matching the locations. 8x-1 is in the same location as 5x + 2, therefore they are equal. 8x-1=5x+2
subtract 5x from both sides
add 1 to both sides
3x =3
x=1

For y, 2y-4 =0
2y = 4
y =2

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7.
- A.
  
  A
- B.
  
  B
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Correct Answer
C. C
8.
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Correct Answer
B. B
9.
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Correct Answer
C. C
10.
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  D
Correct Answer
A. A

Explanation
You must substitute the (x,y) for each answer into BOTH the inequalities. It must yield a TRUE statement for both of them!!

Rate this question:

3

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Current Version
Jul 31, 2023

Quiz Edited by
ProProfs Editorial Team
Jun 12, 2010

Quiz Created by
Mathmissk