BANKING 09 WEEKLY TEST 01.03.2025

REASONING SECTION

1 If in the number ‘73548961’ all the digits are arranged in descending order from left to right, how many digits will remain at the same position?

(a) None          (b) One               (c)Two
(d) Three         (e) More than three 

2. If in the number ‘68715492’ all the digits are arranged in ascending order from left to right, how many digits will remain at the same position?

(a) None           (b) One        (c)Two
(d) Three          (e) More than three 

3. How many such digits are there in the number ‘56298732’ each of which as far away from the beginning of the numbers as when the digits are rearranged in ascending order?

(a) None            (b) One         (c)Three
(d) Four             (e) None of these

4. How many such pairs of letters are there in the word ‘GOLDEN’, each of which has as many letters between them in the word as in the English alphabet?

(a) Two              (b) None            (c) One
(d) Three           (e) None of these

5. How many such pairs of letters are there in the word ‘PERFECTION’, each of which has as many letters between them in the word as in the English alphabet?

(a) Two                (b) None             (c) One
(d) Three             (e) None of these

6. How many such pairs of letters are there in the word ‘MISUNDERSTANDING’ each of which has as many letters between them in the word (both forward and backward directions) as they have between them in the English alphabet?

(a) One               (b) Two           (c) Three
(d) Four              (e) More than Four

7. If the letters at odd positions in the word “PARAMETER” starting from ​left are changed to their next letter according to the English alphabet, ​then how many vowels are there after rearrangement?

(a) One              (b) Two          (c) Three
(d) Four             (e) Five​

8. If it is possible to make only one 7-letter meaningful English word from the 2nd, the 3rd, the 4th, 6th, 8th, 9th and the 11th letters of the word TRANSPARENT, using each letter only once, the last letter of that word is your answer. If no such word can be made mark ‘X’ as your answer, and if more than one such word can be formed mark ‘Y’ as your answer.

(a) X                (b) Y              (c) T
(d) R                (e) E

9. If a five-letter meaningful word can be formed by using the first, third, fifth, sixth and eighth letters from the word “HALLOWEEN”, then ​what is the last letter of the newly formed word?​ Mark X as your answer if more than one word is formed. Mark Z if no ​meaningful word can be formed.

(a) Z                  (b) L            (c) W
(d) E                  (e) X

10. If the positions of the 1st and 2nd letters of the word “DESPERATELY” are interchanged; similarly the positions of the 3rd and 4th letters are interchanged and so on, then which of the following letters will be 8th from the left end after arrangement?

(a) R             (b) S           (c) E
(d) T             (e) A​

11. In a code language if a ‘rat’ is called ‘dog’, ‘dog’ is ‘mongoose’, ‘mongoose’ is​ ‘lion’, ‘lion’ is ‘snake’ and ‘snake’ is ‘elephant’, then, which will be a domestic​ animal?​

(a) Mongoose                  (b) Lion                 (c) Rat
(d) Dog                            (e) None of these

12. If ‘cat’ is called ‘horse’, ‘horse’ is called ‘mouse’, ‘mouse’ is called ‘dog’, ‘dog’ is called ‘lion’ and ‘lion’ is called ‘ant’, then which animal barks?​

(a) Horse              (b) Ant              (c) Dog
(d) Lion                (e) Mouse

13. If ‘bear’ is called ‘fish’, ‘fish’ is called ‘crow’, ‘crow’ is called ‘dog’, ‘dog’ is called ‘elephant’ and ‘elephant’ is called ‘ass’, then who cannot remain alive in other place than water?​

(a) Fish                 (b) Crow             (c) Ass
(d) Elephant         (e) None of these

15. If in a certain code, ‘RESPONSES’ is written as ‘ESRONPESS’, then how can ‘SIGNATURE’ be written in that​ code?​

(a) ISNGTARUE                    (b) ERUTANGIS            (c) GISTANERU
(d) IGSATNREU                    (e) None of these

16. In a certain language, ‘CHAMPION’ is coded as ‘HCMAIPNO’, how is ‘NEGATIVE’ coded in that code?​

(a) ENAGITEV                (b) NEAGVEIT               (c) MGAETVIE
(d) EGAITEVN                (e) None of these

18. If ‘JDINHPE’ codes for ‘MINIMAL’, what is the possible code for ‘PATTERN’?

(a) LUAYNGH                (b) LAUYNGH            (c) LUAYNHH
(d) LUAYNGG                (e) None of these

19. If ‘ENTRY’ is coded as ‘12345’ and ‘STEADY’ is coded as​ ‘931785’, then what is the correct code for ‘NEATNESS’?

(a) 21733199                      (b) 21712299                (c) 21732199  ​
(d) 21713399                      (e) None of these

20. If CAT=12 and GIRL=23, then RABBIT=?

(a) 24               (b) 28            (c) 25 
(d) 27               (e) 26

 

1. In an election only two candidates participate and candidate ‘P’ got 50% less votes than ‘Q’. If Q got 200 votes less, then there would have been a tie. Find the total number of total votes polled?

(a) 800                   (b) 2000             (c) 1600
(d) 1200                 (e) 1400

2. A annually saves 15% and 20% of his income in 2017 and 2018 respectively. If A annually saves Rs. 45000 in 2017, then find the amount saved by A in 2018.

(a) 40000 Rs.                  (b) 36000 Rs.           (c) 60000 Rs.

(d) Can’t determine       (e) 48000 Rs

3. A spend 10% of his monthly income on rent, 20% of the remaining on food and 50% of the remaining on travelling. If the difference between the amount he spends on travelling and that on rent is Rs.13000, then find the monthly income (in Rs.) of A?

(a) Rs.40000                (b) Rs.50000          (c) Rs.30000
(d) Rs.20000                (e) Rs.55000

4. P scored 20% more marks than Q in an exam. If both scored four marks more, then the sum of marks scored by P and Q together would have been 20% more than the passing marks of the exam. If passing marks of the exam is 80, then find the marks scored by P?

(a) 52                (b) 48            (c) 46

(d) 54                (e) 50

5. Out of the total population in a city, 25% casted invalid votes and the winning candidate received 14  2/7% more than votes received by the loosing candidate. Find the percentage of votes received by winning candidate with respect to the total votes in the city (only two candidates participated in the elections).

(a) 40%               (b) 25%            (c) 50%

(d) 75%               (e) 60%

6. The ratio of income of P to that of Q is 2:3 and the ratio of expenditure of P to that Q is 5:6. If the income of Q is increased by 50% and expenditure is same, then the saving of Q becomes Rs.12000. If saving of P is Rs.3000, then find the income of P.

(a) Rs.10500              (b) Rs.9500          (c) Rs.7000
(d) Rs.5000               (e) Rs.8000

7. If 25% & 50% of total residents of wings A and B respectively do not watch a newly arrived web shows ‘M’. Total number of residents do not watch web show ‘M’ from wing C are equal to the average number of residents watch the web show ‘M’ in wings A & B. Find the percentage of total number of residents watch web show ‘M’ from wing C with respect of total number of people in the society

(a) 12.5%             (b) 14.5%            (c) 15.5%

(d) 20.5%            (e) 30%

8. A spend 25 % of her monthly salary on house rent. From the remaining, he spends 30% on food, 10% on grocery, 40% on miscellaneous. If the amount he saves is Rs.9150, then find the monthly salary of A (in Rs.).

(a) Rs.60000            (b) Rs.61000             (c) Rs.51000

(d) Rs.40000            (e) Rs.45000

9. A spend 25% of his monthly salary on household and 20% of the remaining salary spend on rent. A spend remaining salary on travelling and food in the ratio of 2:3 respectively. Difference between amounts spend on food and household is Rs.1540, then find the monthly expenditure of A.

(a) Rs.18000            (b) Rs.15600            (c) Rs.12100

(d) Rs.14000            (e) Rs.9050

10. If 45% of X is equal to 60% of Y and the average of both the numbers is 20 less than the X, then find 60% of Y.

(a) 108            (b) 64          (c) 72

(d) 96             (e) 80

11. The ratio of income & savings of a man is in ratio of 16:3 respectively. If his savings increases by 1/3^rd and expenditure increased by 1/2 , then find the ratio of new income to earlier income of man?

(a) 39 : 32               (b) 23 : 16            (c) 47 : 32
(d) 32 : 19               (e) 47 : 36

12. In an election only two candidates participate. Candidate ‘P’ got 50% less votes than ‘Q’. Had Q got 200 votes less there would have been a tie. What is the 8 times of the number of total votes polled.

(a) 800                (b) 7200             (c) 3200

(d) 9600              (e) 3600

14. Ram spend 20% of his monthly income on rent, 10% from the remaining income he spends on food, 30% on travel and 2/5^th amount he gives to his mother. If the difference between amount he spends on travel & amount he gives to his mother is Rs. 11200, then find the monthly income of Ram.

(a) 120000 Rs.                  (b) 140000 Rs.           (c) 150000 Rs.

(d) 180000 Rs.                  (e) 130000 Rs

15. A man spent 20% of his monthly income on house rent, 20% of the remaining income on Food. If from the remaining income, ratio of amount spent on clothing to saving of a man is 7: 9 and difference between amount spent on Food and clothing is Rs.1080, then find income of man for nine months.

(a) Rs. 81000              (b) Rs.70000           (c) Rs.68000

(d) Rs.96000              (e) Rs.108000

16. The population of city P decreased by 20% every year and population of city Q decreased by 8% every year. If after two years population of city Q was 22088 more than that of city P and initially it was 20000 more than that of population of city P, then find the population of city Q initially.

(a) 30000                 (b) 45000               (c) 42000

(d) 36000                 (e) 54000

17. If we add 7 to the numerator of the fraction and increases denominator by 100% then both become equal. And when the numerator is increased by 300% and denominator is increased by 5 then it becomes twice of the original fraction. What will be the half of original fraction?

(a) 3/8              (b) 5/12             (c) 3/10

(d) 5/16            (e) 4/15

18. A man spends 25% of his monthly salary on Rent and 32% on Groceries. He invests remaining salary in the ratio of 11: 5 in Mutual Funds and Fixed Deposits. If difference between his yearly mutual funds and fixed deposit amount is Rs.77400, then find the amount he spends each month on Groceries.

(a) Rs.12800             (b) Rs.9600             (c) Rs.6400

(d) Rs.7200               (e) Rs.11200

19. Total population of town A is 25% less than that of town B. Female in town A are 40% of total population. Male of town B is 1320 more than that of town A. Female in town B are 46.01% of total population of town A. Find the total population (approx.) of both towns together

(a) 86000            (b) 96000         (c) 14400

(d) 11200             (e) 74000

20. Asha’s monthly income is 60% of Deepak’s monthly income, 120% of Maya’s monthly income. What is Maya’s monthly income, if Deepak’s monthly income is Rs. 78000?

(a) Rs. 39000                                (b) Rs. 42000            (c) Rs. 36000
(d) Cannot be determined          (e) None of these