Aptitude – Bank of Baroda (Sourced)
1. Mr. W
walked 30 metres towards South, took a left turn and walked 50 metres, and again he took a left turn and walked 30
metres. How far is he from the starting
point?
(1) 80 metres (2) 100 metres (3) 130 metres (4) 50 metres
(5) None of these
Answer: (4) Draw a route map.
Directions (2-6): The following questions are based on the five three digit numbers given below:
972, 526, 487, 359, 251
2. If the
positions of the first and second digits are interchanged which of the
following will be third if they are arranged in ascending order?
(1) 359 (2) 972 (3) 526 (4) 487 (5) 251
Answer: (1)
3. If 2 is added to the sum of the digits of each of the above numbers how many will be multiples of 5?
(1) None (2) One (3) Two (4) Three (5) None of these
Answer: (4)
4. If 1 is subtracted from the last digit of each of the above numbers the sum of the digits of how many of them are prime numbers?
(1) None (2) Two (3) One (4) Three (5) All five
Answer: (2)
5. If the
digits in each of the above numbers are written in reverse order which will be
the second highest number?
(1) 251 (2) 359 (3) 487 (4) 526 (5) 972
Answer: (3)
6. If the
positions of the digits of each of the numbers are interchanged such that the
first becomes second, second becomes third and third becomes first, which, of
the following will be the highest?
(1) 972 (2) 526 (3) 487 (4) 251 (5) 359
Answer: (5)
Directions (Q. 7-9): In each of the
questions below are given four statements followed by three conclusions
numbered I, II & 111. You have to take the given statements to be true even
if they seem to be at variance with commonly known facts. Read all the
conclusions and then decide which of the given conclusions logically follows
from the given statements, disregarding commonly known facts.
7. Statements:
All chairs are keys. All keys are balloons.
Some balloons are mirrors. Some mirrors are desks.
Conclusions:
I. Some desks are keys.
II. Some balloons are chairs.
III. Some mirrors are balloons.
Conclusions:
I. Some desks are keys.
II. Some balloons are chairs.
III. Some mirrors are balloons.
1) Only I
follow
2) Only II follows 3)
Only III follows 4) Only II and III follow
5) All I , II
and III follow
Answer:
(3) Draw a Venn diagram for the
answer.
8. Statements:
Some drums are posters. All posters are windows.
Some windows are tablets. All tablets are books. ,
Conclusions:
I. Some windows are drums.
II. Some books are posters.
III. Some tablets are drums
Some windows are tablets. All tablets are books. ,
Conclusions:
I. Some windows are drums.
II. Some books are posters.
III. Some tablets are drums
1)
None follows 2) Only I follow 3)
Only II follows 4) Only III
follows
5) Only
I and II follow
Answer: (2)
9. Statements: Some boxes are toys. Some toys are nails.
Some
nails are stores. Some
stores are shops.
Conclusions:
I. Some shops are toys.
II. Some nails are boxes.
III. No shop is toy.
Conclusions:
I. Some shops are toys.
II. Some nails are boxes.
III. No shop is toy.
1) Only I follow 2) Only III follows 3) Only either I or III follows 4) Only II follows
5) None of these
Answer: (2)
10. A square garden has fourteen posts
along each side at equal intervals. Find how many posts are there in all four
sides:
(a) 56 (b) 52 (c) 44 (d) 60
(a) 56 (b) 52 (c) 44 (d) 60
Answer: (b)
Required No. of posts = 4 (at the corners) + 4 × 12 (in between on the sides) = 4 + 48 = 52
11. Average
age of students of an adult school is 40 years. 120 new students whose average
age is 32 years joined the school. As a result the average age is decreased by
4 years. Find the number of students of the school after the joining of the new
students:
(a) 1200 (b) 120 (c) 360 (d) 240
(a) 1200 (b) 120 (c) 360 (d) 240
Answer: (d)
Let the original no. of students be x A.T.S.
40x + 120 × 32 = (x + 120)36 ⇒ x
= 120 ∴
Reqd no. of students after joining the new students = x + 120 = 240
12. When Rs
250 added to 1/4th of a given amount of money makes it smaller than 1/3rd of
the given amount of money by Rs 100. What is the given amount of money?
(a) Rs 350 (b) Rs 600 (c) Rs 4200 (d) Rs 3600
(a) Rs 350 (b) Rs 600 (c) Rs 4200 (d) Rs 3600
Answer: (
c)
Let ‘x’ be the
given amount. Then we hve an equation
x/4 + 250 + 100 = x/3. Solving we
get the value of ‘x’ as Rs 4200
13. Find the
least number of candidates in an examination so that the percentage of
successful candidates should be 76.8%:
(a) 500 (b) 250 (c) 125 (d) 1000
(a) 500 (b) 250 (c) 125 (d) 1000
Answer: (c)
Let ‘x’ be total number of student. No. of successful candidates = 76.8% of
x ie (768/10x100 x X) =96/125x which
must be a whole no. ∴ The reqd least no is = 125
14. The number
of times a bucket of capacity 4 litres to be used to fill up a tank is less
than the number of times another bucket of capacity 3 litres used for the same
purpose by 4. What is the capacity of the tank?
(a) 360 litres (b) 256 litres (c) 48 litres (d) 525 litres
(a) 360 litres (b) 256 litres (c) 48 litres (d) 525 litres
Answer: (c)
Let ‘x’ be the
capacity of the tank. Then e have an equation
x/3 – x/4 = 4. Solving we get the value of ‘x’ as 48 liters.
15. A certain
quantity of rice is spent daily for 30 students in a hostel. One day some
students were absent as a result, the quantity of rice has been spent in the
ratio of 6: 5. How many students were present on that day?
(a) 24 (b) 20 (c) 15 (d) 25
(a) 24 (b) 20 (c) 15 (d) 25
Answer: (d)
If the number
of students present on that day was ‘x’ then we have a ratio 30 : x
:: 6 : 5. Solving we get the
value of ‘x’ as 25.
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