1.
You are managing a project scheduled to be completed in 12 months, with a budget of $120,000. After three months, you have spent $32,000. At this rate, will the project be under, over, or at budget, and by how much?
Correct Answer
B. Over budget by $8,000
2.
If you go to bed at 8 PM and set the alarm for 9 AM, how many hours of sleep would you get?
Correct Answer
A. 13 hours
Explanation
The duration of sleep is calculated from the time you go to bed until the alarm rings. From 8 PM to 9 AM, the total time is 13 hours. The clock’s mechanism or winding does not affect this calculation. The sleep period is straightforwardly the time difference between 8 PM and 9 AM, which sums up to 13 hours.
3.
What is the result of dividing 30 by half and adding 10?
Correct Answer
A. 70
4.
If you enter a cold and dark room with an oil heater, an oil lamp, and a candle, what should you light first?
Correct Answer
D. Match
Explanation
To light any object, such as a candle, oil heater, or oil lamp, you need a source of ignition. The match is the only item in the list that can be lit directly. Without lighting the match first, it would be impossible to ignite the other objects. Therefore, the first logical step is to light the match, and then use it to ignite your chosen item.
5.
If you take 2 apples from 3 apples, how many apples do you have?
Correct Answer
B. 2 apples
Explanation
The question asks how many apples you "have" after taking 2 apples from 3. The 2 apples that you take are now in your possession, so you "have" 2 apples. The remaining apple is irrelevant to the question, as it focuses on the apples taken. Therefore, the correct answer is 2 apples.
6.
HAND is to Glove as HEAD is to:
Correct Answer
C. Cap
Explanation
The relationship between HAND and Glove is that a glove is worn on the hand for protection or comfort. Similarly, a Cap is worn on the HEAD for protection or to provide shade. Hair and scalp are natural parts of the head, and "nape" refers to the back of the neck, which does not fit the analogy. Thus, Cap is the correct answer.
7.
A boy is 4 years old, and his sister is three times as old as he is. When the boy is 12 years old, how old will his sister be?
Correct Answer
B. 20
Explanation
The boy’s sister is three times his age, so if the boy is 4 years old, his sister is 3 x 4 = 12 years old. The age gap between them is 12 - 4 = 8 years. When the boy turns 12, his sister will be 12 + 8 = 20 years old. The age difference remains constant, so her age can be calculated by adding 8 to the boy's age at any given time.
8.
A farmer initially had 17 sheep. After an unfortunate event, only 9 survived. How many sheep perished?
Correct Answer
B. 8
Explanation
The question states that the farmer initially had 17 sheep, and after an unfortunate event, 9 sheep survived. The number of sheep that perished is the difference between the initial total and the surviving count. Subtracting 9 from 17 gives 17 - 9 = 8. Therefore, 8 sheep perished in the unfortunate event.
9.
What is one-half of one-quarter of one-tenth of 800?
Correct Answer
B. 10
Explanation
To solve, first find one-tenth of 800, which is 800 ÷ 10 = 80. Then, find one-quarter of 80, which is 80 ÷ 4 = 20. Finally, find one-half of 20, which is 20 ÷ 2 = 10. The sequence of calculations leads to the final result of 10.
10.
What is the opposite of "inept"?
Correct Answer
A. Competent
Explanation
"Inept" means lacking skill or ability, while "competent" means having the necessary skill, knowledge, or ability to perform a task successfully. This makes "competent" the exact opposite of "inept." "Skillful" and "expert" describe higher levels of ability but are not direct opposites of "inept." "Exert" is unrelated to the given term. Therefore, "competent" is the most appropriate answer.
11.
Which of the following choices makes the best comparison? LIVED is to DEVIL as 6323 is to:
Correct Answer
C. 3236
Explanation
The relationship between "LIVED" and "DEVIL" is that "DEVIL" is the reverse spelling of "LIVED." Similarly, to find the equivalent comparison for 6323, the digits are reversed to form 3236. This maintains the same reverse-order relationship as the given word pair.
12.
John likes 400 but not 300; he likes 100 but not 99; he likes 2500 but not 2400. Which number does John like?
Correct Answer
C. 900
Explanation
John likes: 400 (which is 20 x 20) 100 (which is 10 x 10) 2500 (which is 50 x 50)
But he doesn't like- 300, 99, 2400
From the numbers John likes, it appears he likes perfect squares.
Given the options: 800 - Not a perfect square 1800 - Not a perfect square 900 - A perfect square (30 x 30) 200 - Not a perfect square
So, John would like 900.
13.
During a pre-employment assessment for a Data Analyst position, you are given the following data for a company's sales over four quarters:
Q1: $20,000
Q2: $25,000
Q3: $22,000
Q4: $28,000
Calculate the average quarterly sales. What is the correct average?
Correct Answer
C. $23,750
14.
A company earned a profit of $15,000 in January, $20,000 in February, and $25,000 in March. What is the average monthly profit?
Correct Answer
C. $20,000
Explanation
To calculate the average monthly profit, add the profits for January, February, and March: $15,000 + $20,000 + $25,000 = $60,000. Divide the total profit by the number of months to find the average: $60,000 ÷ 3 = $20,000. The calculation clearly shows that the average monthly profit is exactly $20,000. This method ensures an accurate representation of the company’s monthly earnings over the specified period. The average accounts for variations in monthly profits, balancing lower and higher values to provide a central measure. This is crucial in financial analysis to evaluate consistent profitability over time.
15.
A train moves at a constant speed of 80 miles per hour. How far will it travel in 2.5 hours?
Correct Answer
C. 200 miles
Explanation
The distance a train travels can be calculated using the formula: distance = speed x time. The train moves at 80 miles per hour for 2.5 hours. Multiply the speed (80 miles/hour) by the time (2.5 hours): 80 x 2.5 = 200 miles. This calculation shows how far the train would travel in the given time at a constant speed. This simple yet effective mathematical formula is essential in determining travel distances and times in transportation planning and logistics, ensuring precise outcomes.