# BANKING & COMPETITIVE EXAM QUIZ (19/04/2020)

3
2990

SHOULD ANSWER ALL THE QUESTION TO GET THE RESULTS

# BANKING & IT

### Today is Monday. After 61 days, it will be :

1. Tuesday
2. Sunday
3. Saturday
4. Wednesday
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# BANKING & IT

1. 10% of a
2. 4% of a
3. 6% of a
4. None

### 4% of a

20% of a = b => (20/100) * a = b b% of 20 =(b/100) x 20 = [(20a/100) / 100] x 20= 4a/100 = 4% of a.

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# BANKING & IT

1. 3
2. 4
3. 2
4. 6

### 4

Here in the question, it is asked how many Eyes We have so that means here the person who has asked the question is also including the person who is suppose to give the answer. In a clear understanding, the Conversation is happening between 2 people 1st who asked the question and 2nd to whom it has been asked, which means there are 4 eyes.

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# BANKING & IT

### In a code, CORNER is written as GSVRIV. How can CENTRAL be written in that code?

1. GIRXVEP
2. GNFJKER
3. DFOUSBM
4. None
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# BANKING & IT

### The price of 6 pencils is Rs. 30 and that of 12 pens is Rs. 120. What is the average price of 50 pencils and 50 pens?

1. 7.5
2. 5.75
3. 6.75
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# BANKING & IT

### If 2A=3B=4C, then A:B:C will be?

1. 3:4:6
2. 6:4:3
3. 4:3:2
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# BANKING & IT

### The total number of students in a school is 1224. If the number of girls in the school is 600, what is the respective ratio of the total number of boys to the total number of girls in the school?

1. 26:25
2. 21:17
3. 5:4
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# BANKING & IT

1. 6
2. 4
3. 3

### 4

8-x / 12 â€“x = 12-x /20 â€“x

(8-x)(20-x) = (12 â€“ x)(12 â€“x )

160 â€“ 8x â€“ 20x + x2 = 144 â€“ 12x â€“ 12x + x2

4x = 16

x = 4

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# BANKING & IT

1. 205
2. 193
3. 199
4. 197

### 193

Let 'x' and 'y' be the two numbers where (x > y).

Given that, Product of x and y = 9222
---> x * y = 9222 ---> eqn (1)
Given that, Difference of x and y = 19
--->. x - y = 19
---> x = 19 + y ---> eqn (2)
Substitute this 'x' value in eqn (1), we get
---> (19 + y) * y = 9222
---> 19y + y2 = 9222
---> y2 + 19y - 9222 = 0
By using the formula, y = {-b ± √[b2 - 4ac]} / 2a
We can find the value of y,
Where, b = +19
a = 1
c = -9222
---> y = {-19 ± √[(19)2 - 4 * 1 * (-9222)]} / 2 * 1
= {-19 ± √[361 + 36888]} / 2
= {-19 ± √} / 2
= {-19 ± 193} / 2
= {-19 + 193} / 2; {-19 - 193} / 2
= {174/2}; {-212/2}
= 87; -106
'y' can't be negative number (i.e, -106) as 'y' is a natural number.
Therefore, y = 87
Hence, x = 19 + y (---> from eqn (2))
--> x = 19 + 87
--> x = 106

Therefore, sum of the numbers = x + y = 106 + 87 = 193

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# BANKING & IT

1. 4950
2. 5000
3. 4980

### 4950

Sum of n terms = Sn = (n/2) * (a + l)
where n = number of elements = 33
a = first term = 102
l = last term = 198
Thus, using the above formula, Sum of all natural numbers between 100 and 200 which are multiples of 3 = (33/2) * (102 + 198)
= (33/2) * 300
= 33 * 150
4950

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# BANKING & IT

1. 178653
2. 164857
3. 176485
4. 178560

### 178560

A number is divisible by 2 if the last digit of the number is 0 or a multiple of 2. Therefore only 178560 is divisible by 2. So, the answer is option 4.

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# BANKING & IT

1. even
2. odd
3. None

### odd

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# BANKING & IT

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# BANKING & IT

1. 4
2. 5
3. 3

### 3

A number is divisible by 9, when the sum of its digits is divisible by 9. Here, 5 + 4 + 3 + 2 + 1 + A = 15 + A should be divisible by 9. Therefore, A = 3 gives 15+ 3 = 18 as the sum of digits, which is divisible by 9. So, answer is option 4.

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# BANKING & IT

1. 999
2. 994
3. 993
4. None

### 994

Greatest three digits number = 999. When 999 is divided by 7, the remainder will be 5. Required number= 999 – 5 = 994.

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# BANKING & IT

1. 47
2. 49
3. 50
4. 48

### 48

The given series is -- 117, 94, 71, X , 25, 2
Consequtive numbers decreases by 23
Following this pattern, the Missing Number X should decrease by 23 from the previous number.
When we subract 23 to the number before X (i.e 71) we get 71--23=48

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# BANKING & IT

1. 30
2. 3000
3. 300

### 3000

3*1000 = 3000

Face value of 3 is Thousands so 3*1000=3000

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# BANKING & IT

1. 119
2. 187
3. 247
4. None

### None

All prime numbers less than 24 are : 2, 3, 5, 7, 11, 13, 17, 19, 23. 119 is divisible by 7; 187 is divisible by 11; 247 is divisible by 13 and 551 is divisible by 19. So, none of the given numbers is prime.

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# BANKING & IT

1. 240
2. 16
3. 128
4. 512

### 240

Required sum = (2 + 4 + 6 + ... + 30) This is an A.P. in which a = 2, d = (4 - 2) = 2 and l = 30. Let the number of terms be n. Then, tn = 30 a + (n - 1)d = 30 2 + (n - 1) x 2 = 30 n - 1 = 14 n = 15 Sn = n (a + l) = 15 x (2 + 30) = 240. 2 2

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# ENGLISH

### 1.She bought ten ................ apples

1. Dozens
2. None
3. Dozen
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# ENGLISH

### 2.Every boy and every girl ............ given certificate

1. were
2. was
3. is
4. are
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# ENGLISH

### 3.English as well as French ........ taught here

1. is
2. are
3. were
4. was
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# ENGLISH

### 4.The number of honest people .......... small

1. are
2. None
3. is
4. were
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# ENGLISH

### 5.Either he or I ...... to suffer

1. has
2. have
3. None
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# ENGLISH

### 6.She ...................... seen yesterday

1. have not been
2. is not
3. has not been
4. None
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# ENGLISH

### 7.Birds ......in the sky

1. Flies
2. Fly
3. None
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# ENGLISH

### The Children ........ in the garden

1. is
2. are
3. None
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1. T.Anushka

Very useful

2. T.Anushka

Very useful question such a knowledgable process

3. Epapra

16 out of 26