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ASVAB

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Discussions AR ASVAB Relay Race Timing Problem
In a relay race:
  • Naomi ran for 1 minute 42 seconds
  • Jamie ran for 2 minutes 5 seconds
  • Erin ran for 1 minute 13 seconds
How many seconds did it take for all three to finish?

A. 240
B. 260
C. 278
D. 300


Naomi:
[imath]1 \times 60 + 42 = 102[/imath]...
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Anonymous (52f1)
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Discussions AR ASVAB Office Coffee Pot Problem
A coffeepot in an office holds 8 cups. There are 6 people in the office, and each person drinks 2 cups per day.
What is the fewest number of pots of coffee needed each day?


Options:
A. 6
B. 3
C. 2
D. 1


Step 1: Calculate total daily coffee demand
Each person...
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Anonymous (cafd)
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0 Votes
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Discussions AR ASVAB Reading Challenge Problem
An English teacher challenges her students to read 45 books in 9 months.
How many books must a student read, on average per month, to finish all 45 books?


Options:
A. 4
B. 5
C. 6
D. 8


Step 1: Understand the problem
We’re asked to find the average number of books...
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Anonymous (a65e)
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0 Votes
A
Discussions AR ASVAB Plumber Service Fee Problem
A plumber charges $70 per hour for labor, plus a fixed service fee.
If the total charge for a 4-hour job is $330, how much is the service fee?

A. $40
B. $50
C. $70
D. $120


Step 1: Understand the problem
We are told:
  • Hourly rate = $70
  • Time...
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Anonymous (571d)
A
0 Votes
A
Discussions AR ASVAB Vacation Spending Problem
A family had 3,960 saved for a vacation. After the trip, they had 682 left.
How much money did the family spend during the vacation?

A. $3,178
B. $3,268
C. $3,278
D. $3,288


Step 1: Understand what is being asked
We are given:
  • Total money at the start: $3,960
  • Money...
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Anonymous (00fa)
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0 Votes
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Discussions AR ASVAB Consultant Earnings Problem
A consultant charges 35 per hour for corporate clients and 55 per hour for private individuals. If she works 6 hours for a private client and 18 hours for a corporate client, how much will she earn in total?

A. $1,050
B. $960
C. $810
D. $780



Step 1: Understand the...
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Anonymous (a8c7)
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0 Votes
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Discussions AR ASVAB Emergency Call Difference
On a Sunday in May, 1,128 emergency calls were placed. On the following Wednesday, the number of calls dropped to 1,062.
What was the difference in the number of calls between those two days?

A. 56
B. 66
C. 86
D. 166


Step 1: What are we being asked?
We are asked to...
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Anonymous (0ebe)
A
0 Votes
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Discussions AR ASVAB Runner Transport Question
A total of 472 participants signed up for a running event. Four of them got to the start line by car, while the rest arrived in 9 buses. On average, how many runners were on each bus?

A. 36
B. 52
C. 94
D. 118

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Recap
Step 1: Understand...
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Anonymous (1670)
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0 Votes
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Discussions AR ASVAB Discount Ring Sale Profit Calculation
A jeweler is running a special promotion where customers can buy two rings for the price of one. Normally, each ring is sold for 50.00, and the cost to the jeweler is 20.00 per ring. What is the jeweler’s total profit when two rings are sold during this promotion?

A. $10
B. $20
C. $50
D. $100...
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17
Anonymous (5496)
A
0 Votes
CBProblems
Discussions AR ASVAB Calculating Out-of-State Train Arrivals Using Percentages
At a train station, 10% of the arriving trains are local, 60% are from other parts of the state, and the remainder are from out of state. If a total of 300 trains arrived, how many trains arrived from out of state?

A. 30
B. 60
C. 90
D. 180

Step 1: Determine the percentage of out-of-state...
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33
CBProblems
CBProblems
2 Votes
CBProblems
Discussions MK ASVAB Algebraic Substitution
If [imath]x = 6[/imath], what is the value of [imath]y[/imath] in the formula:

[imath]y = \left( \frac{x^2 + 2}{2} \right) - 5[/imath]

[imath]\text{(A) } 12 \quad \text{(B) } 13 \quad \text{(C) } 14 \quad \text{(D) } 15[/imath]

Answer: C


Step 1:
[imath]y = \left(\frac{x^2 + 2}{2}\right) - 5[/imath]
Substitute [imath]x = 6[/imath]...
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109
Anonymous (691d)
A
0 Votes
A
Discussions MK ASVAB Multiplying Binomials (Distributive Property)
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Answer: C

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Anonymous (e266)
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0 Votes
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Discussions MK ASVAB Solving Linear Equations
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Answer: C

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Anonymous (426f)
A
0 Votes
A
Discussions MK ASVAB Solving Inequalities
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Answer: C

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Anonymous (2c21)
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0 Votes
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Discussions MK ASVAB Solving Quadratic Equations
Question
Solve for [imath]x[/imath]:

[imath](x - 1)^2 = (x + 1)^2[/imath]

A) [imath]0[/imath]
B) [imath]1[/imath]
C) [imath]2[/imath]
D) [imath]-1[/imath]



Step-by-step Explanation

Step 1: Expand both sides

Left side:
[imath](x - 1)^2 = x^2 - 2x + 1[/imath]

Right side:
[imath](x + 1)^2 = x^2 + 2x + 1[/imath]

So the...
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32
Anonymous (e4ef)
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0 Votes
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Discussions MK ASVAB Solving Inequalities
Solve the following inequality:

[imath]\frac{3}{4}(4x - 8) + 5 > 6x + 2[/imath]

What is [imath]x[/imath]?

A) [imath]x > 2[/imath]
B) [imath]x < 4[/imath]
C) [imath]x > -1[/imath]
D) [imath]x < -1[/imath]



We are solving:
[imath]\frac{3}{4}(4x - 8) + 5 > 6x + 2[/imath]

Step 1: Distribute [imath]\frac{3}{4}[/imath]:
[imath]\frac{3}{4} \times...[/imath]
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36
Anonymous (56ba)
A
0 Votes
CBProblems
Discussions MK ASVAB Simplifying and Solving for x
[imath](5 \times 2)(8 - 3)(7 + 1) = (4 \times 5)x[/imath]

What is the value of [imath]x[/imath]?

[imath]\text{(A) } 20 \quad \text{(B) } 10 \quad \text{(C) } 40 \quad \text{(D) } 50[/imath]

Answer: C


We are given:
[imath](5 \times 2)(8 - 3)(7 + 1) = (4 \times 5)x[/imath]

Step 1: Simplify each part:
[imath]5 \times...[/imath]
Replies
1
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42
Anonymous (64c1)
A
0 Votes
CBProblems
Discussions MK ASVAB Adding by both sides
If
[imath]x - 4 = 10[/imath],
what is [imath]x[/imath]?

[imath]\text{A) } 6 \quad \text{B) } 14 \quad \text{C) } -6 \quad \text{D) } -14[/imath]

Answer: B



We are given the equation:
[imath]x - 4 = 10[/imath]

Step 1: Add 4 to both sides
We want to isolate [imath]x[/imath].

[imath]x - 4 + 4 = 10 + 4[/imath]
(since...
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46
CBProblems
CBProblems
0 Votes
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Discussions MK ASVAB Solving for a Missing Quantity
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Answer: B

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Anonymous (9e62)
A
0 Votes
A
Discussions MK ASVAB Measuring Angles with a Protractor
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What is the measure of the angle shown on the protractor?

A) [imath]30^\circ[/imath]
B) [imath]35^\circ[/imath]
C) [imath]40^\circ[/imath]
D) [imath]140^\circ[/imath]

Identify the baseline:
  • The bottom red line is aligned with [imath]0^\circ[/imath] on the protractor.
  • ✅ This will be the starting...
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21
Anonymous (1fef)
A
0 Votes
A
Discussions MK ASVAB Greatest Common Factor (GCF)
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Answer: C

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Anonymous (2e82)
A
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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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)
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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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Anonymous (3b23)
A
0 Votes
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Discussions MK ASVAB Unit Conversion and Division
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Answer: A


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

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

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

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Anonymous (a2dd)
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