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0 Votes
A
Discussions MK ASVAB Geometry – Identifying Congruent Angles (Parallel Lines & Transversal)
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Answer: D

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28
Anonymous (21e0)
A
0 Votes
A
Discussions MK ASVAB Algebra – Writing an Equation from a Word Problem
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Answer: A

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18
Anonymous (1689)
A
0 Votes
A
Discussions MK ASVAB Multi-Step Linear Equation
Question
Solve for [imath]x[/imath]:

[imath]2(3x - 4) - (5x + 2) = -3(x + 2) + 1[/imath]

A) [imath]0[/imath]
B) [imath]\frac{1}{2}[/imath]
C) [imath]\frac{5}{4}[/imath]
D) [imath]\frac{3}{2}[/imath]



Step-by-step Explanation

Step 1: Expand both sides

Left side:
[imath]2(3x - 4) - (5x + 2)[/imath]
[imath]= 6x - 8 -...[/imath]
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30
Anonymous (f3fb)
A
0 Votes
A
Discussions MK ASVAB Types of Angles
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Answer: D

✅ Step 1: Identify what it means to be greater than 90 degrees.​


  • An angle greater than 90 degrees but less than 180 degrees is called an obtuse angle.

✅ Step 2: Eliminate wrong choices.​


  • (A)...
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17
Anonymous (3b23)
A
0 Votes
A
Discussions MK ASVAB Unit Conversion and Division
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Answer: A


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22
Anonymous (7cda)
A
0 Votes
A
Discussions MK ASVAB Order of Operations with Exponents
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Answer: B
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1
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48
Anonymous (9100)
A
0 Votes
A
Discussions MK ASVAB Exponents – Cubes
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Answer: A

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1
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43
Anonymous (cbd7)
A
0 Votes
A
Discussions MK ASVAB Estimating Square Roots
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Answer: B

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19
Anonymous (ee15)
A
0 Votes
A
Discussions MK ASVAB Algebraic Substitution
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Answer: B

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17
Anonymous (a2dd)
A
0 Votes
A
Discussions MK ASVAB Unit Conversion (Rate × Time)
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Answer: C

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18
Anonymous (e90e)
A
0 Votes
A
Discussions MK ASVAB Finding Cube Root from Volume
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Answer: A

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21
Anonymous (80a5)
A
0 Votes
A
Discussions MK ASVAB Supplementary Angles
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Answer: C


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32
Anonymous (b9b7)
A
0 Votes
A
Discussions MK ASVAB Angles in Quadrilaterals
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Answer: A
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18
Anonymous (b576)
A
1 Vote
A
Discussions MK ASVAB Types of Triangles
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Answer: B

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31
Anonymous (9062)
A
0 Votes
A
Discussions MK ASVAB Volume of a Cylinder
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Answer: A

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30
Anonymous (2f44)
A
0 Votes
A
Discussions MK ASVAB Area of a Circle from Diameter
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Answer: A

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24
Anonymous (1f6a)
A
0 Votes
A
Discussions MK ASVAB Volume of a Cube
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Answer: B

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21
Anonymous (2de1)
A
0 Votes
A
Discussions MK ASVAB Area of a Circle from Diameter
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Answer: C

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23
Anonymous (d97c)
A
0 Votes
CBProblems
Discussions MK ASVAB Solving Linear Equations
If [imath]-4x = 16[/imath], what is [imath]x[/imath]?

[imath]\text{(A) } 4 \quad \text{(B) } -4 \quad \text{(C) } -8 \quad \text{(D) } 0[/imath]

Answer: B

Given:
[imath]-4x = 16[/imath]

Step 1: Divide both sides by -4
[imath]x = \frac{16}{-4}[/imath]

Step 2: Simplify
[imath]x = -4[/imath]


✅ Final answer: (B)...
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48
CBProblems
CBProblems
0 Votes
A
Discussions MK ASVAB Exponent Multiplication
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Answer: C

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23
Anonymous (1ca8)
A
0 Votes
A
Discussions MK ASVAB Distributive Property & Equation Solving
[imath]3x + 10 = 2(x + 4) - 3(x - 2)[/imath]
What is the value of [imath]x[/imath]?

A) [imath]1[/imath]
B) [imath]-1[/imath]
C) [imath]2[/imath]
D) [imath]-2[/imath]



To find the value of [imath]x[/imath], we need to solve the equation:
[imath]3x + 10 = 2(x + 4) - 3(x - 2)[/imath]

Step 1: Distribute on both sides
Distribute the 2 and -3 across the...
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33
Anonymous (ec7c)
A
0 Votes
A
Discussions MK ASVAB Factoring Polynomials
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Answer: A

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19
Anonymous (c936)
A
0 Votes
A
Discussions MK ASVAB Simplifying Square Roots
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Answer: C

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0
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27
Anonymous (0596)
A
0 Votes
CBProblems
Discussions MK ASVAB Solving Linear Equations
If [imath]0.1x = 1[/imath], then [imath]x[/imath] equals:

[imath]\text{(A) } 0.1 \quad \text{(B) } 5 \quad \text{(C) } 10 \quad \text{(D) } 20[/imath]

Answer: C


We are given:
[imath]0.1x = 1[/imath]
We need to solve for [imath]x[/imath].

Step 1: Isolate [imath]x[/imath]
To isolate [imath]x[/imath], divide both sides of the equation...
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44
CBProblems
CBProblems
0 Votes
A
Discussions MK ASVAB Unit Conversion and Division
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Answer: D
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20
Anonymous (4ce7)
A
0 Votes
A
Discussions MK ASVAB Simplifying Exponents
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Answer: B

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20
Anonymous (e11b)
A
0 Votes
A
Discussions MK ASVAB Sum of a Series (Arithmetic Series)
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Answer: C

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20
Anonymous (a37c)
A
0 Votes
A
Discussions MK ASVAB Solving for a Variable
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Answer: B

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23
Anonymous (a96b)
A
0 Votes
A
Discussions MK ASVAB Factorials
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Answer: A

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17
Anonymous (f78c)
A
0 Votes
A
Discussions MK ASVAB Exponent Rules (Power of a Power)
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Answer: A

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21
Anonymous (4053)
A
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