In this set of questions we are going to cover Aptitude questions. This test consists of some good questions. This set of MCQ(multiple choice questions) focuses on the “**Aptitude practice questions set”**

You should practice these questions to improve Aptitude skills needed for various interviews (like company interview, campus interview, walk-in interview), entrance exams, placements and other competitive exams.

**Instructions to be followed:-**

- Read all the questions carefully.
- Out of the 4 given options for each questions, only
**ONE**option will be correct. - Choose the appropriate option.
- After attempting all the questions, click on “Finish” button to check the score.
- Share your result on social media handles available.

Aptitude MCQ Practice Set 1

**NOTE:** You can check your answer immediately by selecting an option.

Now, start attempting the quiz.

### Aptitude practice set 1

### #1. What is the greatest possible length(in cm) which can be used to measure exactly the lengths 8 m, 4 m 20 cm and 12 m 20 cm?

### #2. Three numbers which are co-prime to each other are such that the product of the first two is 119 and that of the last two is 391. The sum of the three numbers is:

### #3. Simplify the expression: 18 – {6 – {4 – (8 – 6 + 3 )}}=

### #4. (20+20×20÷20)/(20×20÷20)=

### #5. 999980 is the greatest 6-digit number, which is a multiple of 12.

### #6. 24, 6 are the number of Even and Odd factors of 1200.

### #7. Number of factors of 1800 are 36.

### #8. 2 is the remainder when 123 × 124 × 125 is divided by 9

### #9. Find the last two digits of 135^{123}

### #10. If n is an integer, when (2n+2)^{2}is divided by 4 the remainder is

### #11. Find the remainder of 787^{777} divided by 100

### #12. What is the units digit in the product (365 ×659 ×771)

### #13. 5 bells commence tolling together and toll at intervals 2, 4, 6, 8 and 10 seconds respectively. Find in 40 minutes, how many times do they toll together?

### #14. Least perfect cube which is divisible by 2, 3, 4 and 6 is

## Results

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