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Graduate Recruitment Test (GRT) – Practice Test – Answers
- Question 1 = 4
- Question 2 = 2
- Question 3 = 4
- Question 4 = 1
- Question 5 = 4
- Question 6 = 4
- Question 7 = 2
- Question 8 = 1
- Question 9 = 5
- Question 10 = 2
- Question 11 = 3
- Question 12 = 3
- Question 13 = 4
- Question 14 = 4
- Question 15 = 5
- Question 16 = 2
- Question 17 = 4
- Question 18 = 3
- Question 19 = 3
- Question 20 = 4
- Question 21 = 4
- Question 22 = 3
- Question 23 = 3
- Question 24 = 2
- Question 25 = 3
- Question 26 = 4
- Question 27 = 3
- Question 28 = 4
- Question 29 = 4
- Question 30 = 5
- Question 31 = 5
- Question 32 = 3
- Question 33 = 5
- Question 34 = 5
- Question 35 = 4
- Question 36 = 4
- Question 37 = 4
- Question 38 = 1
- Question 39 = 5
- Question 40 = 5
Explanations for answers
- Mechanic and lawyer are both occupations. (Answers)
- The series is obtained as follows: -2,-3,-4 (i.e., 19-2; 17-3; 14-4 ...). The next number in the series is obtained by subtracting 5 from 10. (Answers)
- The first pair of numbers is 12, 12. The next pair is 3 less (9,9). The next pair is 3 less again (6,6). The next pair would be 3,3. Therefore, the answer is (4). (Answers)
- The time needed to produce 1 black and white page is (1 ÷ 6), or 1/6 of a minute. The time needed for 12 black and white pages is 12 × 1/6 or 12 ÷ 6. The time needed for 2 colour pages is 1 minute (given). The total amount of time needed, therefore, is (12 ÷ 6) + 1 minutes. (Answers)
- Send and receive both refer to delivery (or transmission). (Answers)
- The series is obtained as follows: ×2, ×3, ×4, ×5 (i.e., 1 × 2; 2 × 3; 6 × 4; 24 × 5...). The next number in the series is 120 × 6 = 720. (Answers)
- With 5 kg of cement, take the proportions given and multiply by 5:(1 × 5) + (3 × 5) + (5 × 5) = alternative 2. (Answers)
- Both disclose and hide concern whether something is revealed or not. (Answers)
- The bottom part of the figure is retained. It is then rotated 90 degrees in a clockwise direction. (Answers)
- Trucks and cars are vehicles. (Answers)
- The series is obtained as follows: ÷4, ×2, ÷4, ×2, ÷4 (i.e., 64 ÷ 4; 16 × 2; 32 ÷ 4; 8 × 2; 16 ÷ 4). Since the pattern of operations repeats, multiplying by 2 comes next. 4 × 2 = 8. (Answers)
- 30 = (5/100) N (where N is the total number of people). Therefore, 30 × (100/5) = N. (Answers)
- Bitter and sour are both basic tastes. (Answers)
- The black elements of the figure become white, and the white elements become black. (Answers)
- Metaphor and translation involve conversion of something into something else. (Answers)
- The numbers are in pairs 4,8; 9,18; 16,32; 25,? . The second number in each pair is twice the value of the first number. The next number in the series can be found by multiplying 25 × 2 = 50. (Answers)
- Team and family are groups of people. (Answers)
- The series is obtained as follows:+3, ×2, +5, ×2 (i.e, 2 + 3; 5 × 2; 10 + 5; 15 × 2 ). The next number in the series is 30 + 7 = 37. (Answers)
- The series is obtained as follows: - 4, +2, -5, +3, -6 (i.e., 30 - 4; 26 + 2; 28 - 5; 23 + 3; 26 - 6). The second number in the series was obtained by adding 2, the fourth was obtained by adding 3. The sixth number in the series would be obtained by adding 4. 20 + 4 = 24. (Answers)
- Optimistic and pessimistic describe expectations. They are opposites, and as noted in the instructions, opposites refer to a single concept. (Answers)
- The work requires 9 × 15 employee - days (e.g., 135 employees for 1 day). With 3 additional employees who are twice as fast as each of the original 9 employees, it is like having 9 + (3 × 2) employees. Therefore, the number of days required is given in choice 4. (Answers)
- Every second number in the series is a 12. The odd numbers in the series are obtained as follows: the third number is the first plus 5 (13 + 5), the fifth number is the third plus 6 (i.e, 18 + 6). The seventh number would be the fifth number plus 7 (i.e., 24 + 7 = 31). (Answers)
- For the first 25 manuals, the cost for 1 manual is $ 4/12. The cost for the first 25 manuals equals 4/12 × 25. Since there is a 10% discount after the 25th manual, the cost for 1 of the later manuals is $( 4/12 ) - (4/12) × 10%). Since there are 10 at the reduced price, the quantity in the brackets is multiplied by 10. The cost for all of the manuals can be found by adding the costs for the first 25 manuals and the cost for manuals 26 to 35. (Answers)
- Meadow and forest are both natural habitats or tracts of land. (Answers)
- Amusement and diversion are activities which can occupy time (pastimes). (Answers)
- Magnetism and gravity are both forces. (Answers)
- The object (square) rotates 90° in a clockwise direction and then it is lengthened in the vertical dimension. (Answers)
- The total deposit due is $ 105 × 20% × 24. The deposit paid on Monday & Tuesday is 24 × 1/6 (105 × 20%) + 24 × ½(105 × 20%). The amount outstanding is the difference between the total deposit due & the amount paid, which is mathematically equivalent to choice 4. (Answers)
- Portrait and novel are both artistic works. (Answers)
- The series is obtained as follows: +5, +6, +7, +8 (i.e., 5 + 5; 10 + 6; 16 + 7; 23 + 8). The next number in the series would be 31 + 9 = 40. (Answers)
- The series is obtained as follows: (number2 -1), +1, (number2 -1), + 1 (i.e., 22 -1; 3 + 1; 42 -1; 15 + 1). The next number would be (162 -1) = 255. (Answers)
- Together, the three workers can work this many hours per week: 24 + (2 × 30). If the total project requires 420 hours to complete, the number of weeks required to do the work is 420/(1 × 24 + 2 × 30). (Answers)
- The objects are rotated clockwise 90°. The object in the background is then brought into the foreground and darkened. (Answers)
- Trailer and tail are both things which follow behind. (Answers)
- The series is obtained as follows: +4, -3, +7, +0, +4 (i.e., 10 + 4; 14 - 3; 11 + 7; 18 + 0; 18 + 4. The next operation is -3 (assuming the operations repeat). 22 - 3 = 19. (Answers)
- Marcel can type 5 pages in ½ hour, or 5/(½) per hour. Paul can type 5 × 3 pages in 2/3 × ½ hours, or 5 × 3/(1/3) per hour. The number that can be typed in 2 hours by the two people is 2 5/(½) + 5 × 3/(1/3). (Answers)
- The key part to this question is to realize that the question asks for the total discount, not the sale price. The original price is 100 (percent). The sale price after the two discounts is 100 × (.65 × .90). Therefore, the discount is 100 - 100 × (.65 × .90). (Answers)
- Cotton and honey are both natural products. (Answers)
- Glue and pins can both be used as fasteners. (Answers)
- The series is obtained as follows: the fourth number is the sum of the previous three numbers (10 = 1 + 3 + 6); the fifth number is the sum of the previous three numbers (19 = 10 + 6 + 3) etc. The next number in the series is 35 + 19 + 10 = 64. (Answers)