Darwinbox Aptitude Test Questions and Answers 2024 (Freshers/Experience)

Darwinbox Aptitude Test Questions and Answers 2024 | Darwinbox Aptitude Test Questions | Darwinbox Aptitude Test Questions With Solutions | Darwinbox Aptitude Test Questions For Freshers | Darwinbox Aptitude Test Questions For Experience

Darwinbox Aptitude Test Questions and Answers 2024: To qualify for each exam, you should prepare well for the Darwinbox Aptitude Test Previous Year Question Papers. Before attending any exam you should solve the Darwinbox Aptitude Test Question Papers to boost up your preparation. All the aspirants should deeply know about the Darwinbox Aptitude Test Question Paper & Answers. You may get the direct URL link to download the Darwinbox Aptitude Question Paper For Freshers on this blog

So to attend the online test you must know well about the Darwinbox Aptitude Test Model Papers. So the official website will release the Year wise question Papers to all the aspirants before the Examination. Follow regularly our site to get up-to-date information about the Exam Date, Preparation Tips, & Others. More details like Darwinbox Sample Aptitude Test Questions, Cut Off, Results, Salary, Hike, Increment, Annual Appraisal, etc. on this page

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Darwinbox Aptitude Questions and Answers For Freshers

Quantitative Aptitude:

Arithmetic:

• Questions on percentages, profit and loss, simple interest, compound interest, time and work, time and distance, etc.
• Example: What is 20% of 150?

Algebra:

• Solving equations, inequalities, and basic algebraic manipulations.
• Example: Solve for x: 2x + 5 = 15.

Geometry:

• Questions related to areas, volumes, and angles of geometric shapes.
• Example: Find the area of a triangle with base 8 cm and height 10 cm.

Number Series:

• Identifying the pattern and finding the next number in a series.
• Example: 2, 5, 10, 17, ___?

Logical Reasoning:

Number and Letter Series:

• Completing a series of numbers or letters based on a given pattern.
• Example: A, C, E, G, ___?

Coding-Decoding:

• Deciphering a code or encoding a given set of words.
• Example: If “CAT” is coded as “312,” how is “DOG” coded?

Blood Relations:

• Understanding family relationships and deriving conclusions.
• Example: If A is the brother of B and B is the sister of C, then who is A in relation to C?

Logical Deduction:

• Drawing conclusions from given information.
• Example: All cats are mammals. Fluffy is a cat. Is Fluffy a mammal?

Data Interpretation:

Tables and Charts:

• Analyzing and interpreting data presented in tables and charts.
• Example: Given a table of sales data, answer questions about trends and figures.

Graphs:

• Interpreting information from line graphs, bar graphs, and pie charts.
• Example: If a pie chart represents the distribution of sales by product, determine the percentage of total sales for a specific product.

Pattern Recognition:

• Identifying the next shape or figure in a sequence.
• Example: Identify the next shape in the pattern: ▲, ■, ●, ▼, ___?

Verbal Ability:

• • Reading Comprehension:
    • Answering questions based on a given passage.
    • Example: Read a passage and answer questions about its content.
  • Sentence Correction:
    • Identifying and correcting grammatical errors in sentences.
    • Example: Identify the grammatically incorrect sentence.
  • Synonyms and Antonyms:
    • Finding the meaning of words or choosing words with opposite meanings.
    • Example: What is the synonym for “benevolent”?

Darwinbox Aptitude Test Questions and Answers 

Q) When 75% of a number is added to 75, the result is the same number. The number is

1. 150
2. 300
3. 100
4. 450

Explanation

Let the number be equal to x.
3x/4 +75 = x
Hence x=300

Q) If P : Q = 3 : 4 and Q : R = 5 : 6, then P : Q : R is

1. 3 : 4 : 6
2. 3 : 5 : 6
3. 15 : 20 : 24
4. 5 : 6 : 3

Explanation

P:Q=3:4, Q:R=5:6, P:Q:R=3×5:5×4:6×4
⇒ 15:20:24

Q) If 5 spiders can catch five flies in five minutes, how many flies can hundred spiders catch in 100 minutes?

1. 100
2. 1000
3. 500
4. 2000

Explanation: 5 × 5 × x = 100 × 100 × 5 ⇒ x = 2000

Q) A car travels 25km an hour faster than a bus for a journey of 500km. If the bus takes 10 hours more than the car, then the speeds of the bus and the car are

1. 25km/hr and 40km/hr respectively
2. 25km/hr and 60 km/hr respectively
3. 25km/hr and 50km/hr respectively
4. None of these

Explanation

Let the speeds of the bus and car be x and y. Here, y = x +25
As per the question, (500/x)-(500/x+25)=10
⇒ 500(x + 25) − 500(x) =10x(x+25) ⇒ x = 25, y = 50.
For such questions, you can also use direct substitution from the given choices

Q) The value of 5^1/4 × (125)^0.25 is

1. 5
2. 25
3. 50
4. 10

Explanation: 5^1/4 × (125)^0.25 =5^{1/4 + 3/4} =5¹ =5

Q: A retailer buys 40 pens at the market price of 36 pens from a wholesaler. If he sells these pens giving a discount of 1%, what is the profit percent?

A. 22%
B. 25%
C. 26%
D. 10%

Q: Two pipes A and B can fill a tank in 6 hours and 5 hours respectively. If they are turned on alternatively for 1 hour each, find the time in which the tank is full.

A. 4hrs 30min
B. 5hrs
C. 6hrs 25min
D.5hrs 30min
E. None of these

Q: Find the 4-digit smallest number which when divided by 12, 15, 25, 30 leaves no remainder?

A. 1800
B. 1020
C. 1120
D. 1200
E. None of these

Q: Find the 4-digit smallest number which when divided by 12, 15, 25, 30 leaves no remainder?

A. 1800
B. 1020
C. 1120
D. 1200
E. None of these

Q)  A defeats B by 20 meters in the 200-meter race, whereas B defeats C by 5 meters in the 100-meter contest. In a kilometer race, A defeats C by

1. 105 meters
2. 225 meters
3. 205 meters
4. 145 meters

Explanation

When A = 200, B = 180.
When B = 100, C = 95.
Make B = 900. A will be 1000. C will be 855.

Q)  Each of the four locations sells tomatoes for 1 kilogram, 2 kg, 3 kg, and 4 kg per rupee, respectively. He has spent each rupee on an average of x kg of tomatoes. Then the value of x is

1. 2
2. 2.5
3. 1.92
4. None of these

Explanation x = 10/4 = 2.5

Q) In seven years, a sum of money doubles in value. How long till it multiplies by four?

1. 35 years
2. 28 years
3. 14 years
4. 21 years

Explanation:

Double in seven years.
So 4 times will be in = 7 × (4 − 1) = 21 years.

Q: Two different numbers, when divided by the same divisor, leaves remainder 7 and 9 respectively. When their sum is divided by the same divisor remainder was 4. Find the divisor?

A. 13
B. 14
C. 11
D. 12
E. None of these

Explanation:

Let first number N1 = D*a + 7
and second number N2 = D*b + 9
N1 + N2 = (a+b)*D + 16
Remainder is 4
Therefore, D will be 12

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