Bank of India Clerical Solved Paper 2010

7/23/2019 Bank of India Clerical Solved Paper 2010

http://slidepdf.com/reader/full/bank-of-india-clerical-solved-paper-2010 1/15

TEST I ,

REASONING ABILITY AND

:NUMERICAL

APTITUTDE

·1 If

each

of

the

alphabets in the

¥rord FAiNTED

is arranged

In

aJphabetical

order from

left

to

~ i g h t and then

each vowel

is

changed to the next Jetter in

the

.

English alphabetical

series and

eap1

consonant is changed

to the

previous letter

in the

English al

phabetical series,

which of

the

followi,ng will

be

exactly

in the

middle of

the

new arrangement

thus

fonned ?

(I) F

(3) J .

(5)

0

(2}

E

(4) I .

. 3. In a certain code 'FAITH' is cod

. . ed as 'HCKVJ'. and 'NIGHT' is

• 1 coded as 'PKIJV. In

the

same

, o d e '___ will be coded ·as

'MrQOR'.

, KRONP

•

(3)

TQSVO

;- (5) KROMP

2)0VSQT

(4)

PMORK

3..The

positions

of

how

many al

phabets

will remain

the

same.

each of the

alphabets

in the word

FRIENDS

is rearranged in the

a l p h a b ~ t i c a l

order

from left

to

rlght?

( ) .None (2) One

(3) Two (4) Three

(5) More than three ·

Town

Dis 12

km.

towards the

, North of town

A.

Town C is 15km.

:

towards

the West of

town

D.

• .. ·, Town 8 -

is

-15 km. towards

the

i · West of town A. How far and in

1 Which direction is

town

from

l awn

C?

fl)

15 km.

towards North

''

.

(2) .12 km. towards North

3) 3 km. towards South

· 4) 12 km. towards South

'

i5

)

Cannotbe

determined

Which of

the

following will come

in

place of

the

question mark?

XV

WUT

VI S .

USR

?

(1)

TSQ

(2)

_

SQP

(3}

1VW

(4)

TRQ

(S) QON

6. '1' is

subtracted

from each odd

3)

D

digit and 1' is added

to

eacheven (4)

Cannot

be determined

digit in

the

number

4873529.

5) None ofthese

Which of he following will be the Directions 11-15) : In each

difference

between

the second

question

below are three

statements

digit from

the

left and

the

·

third

followed by two Conclusions numbered

dLgi.t

from

the

right of the new

I

and

H.

You

have to

take

the three

number thus

formed?

given statements to be true even

if

hey

(l) 4

2}

3 seem to be at

variance

from

commonly

(3)

5 '\ (4) 2 known facts arid

then

decide which of

(5) 6 the

given Conclusions logtcally follows

7._In

a

certain

code language

it is

from

the three statements

disregard

dark outside' iswritten as ha no ing commonly

known

facts.

tiju ,

is

it still raining' is

written

Give answer 1) if

only

Conclu-

as

pa

ha da no'

and

·go

and

play

sian

I follows.

outside' is written as

su ju

ye Give answer 2) if only Conclu-

la'. How

is dark written in that

sion

II

follows.

code language ? Give answer

3)

if ·

either

Con-

(l)

ha

2)

.

ti

elusion

I

or

Conclusion

II

follows

(3). su (4)

ye Give

answer

4) if

neither Con

-

5) no elusion I nor

Conclusion

II follows.

8. Sncha

correctly remembers

that Give answer 5)

if

both

Conclu-

last

time when she travelled in s

ions

I and II follow.

. the bus, she

paid

less than Rs. 11. Statements :

10 but

more

than Rs . 4 for the 1 Some leaves are roots.

ticket. Meenal

correctly remem-

bers that she

paid more

than

Rs.

6 but.less than

Rs.

14

for

the

same distance. The conductorof

the bus correctly mentions

that

the fare for that distance is not

an odd number

. Which of

the

following

is

definitely

the

fare for

that particular distance ?

(l) Rs.

8

(2)

Rs

.

6

(3) Rs. 2 (4} Rs. 12

(5) Rs. 9

9.

How

many

meaningful English

words ·

can

be formed with

the

I

letten; SWA usingeach letter only

once in

each

word?

(1)

None

2)

One

3) Two 4)

Three

5)

More than

three

10. In

an

exam,

A,

B, C and D

each

scored

different

marks.

scored

more than C

and

D. No one

scored less than A Who amongst

them

scored the maximum

marks?'

1) B '

2)

Either CorD

Some rcctg arc stems.

All flowers are stems.

Conclusions :

I.

No flower

is a

leaf.

II.

Some

leaves

are

stems.

12. Statements

;.

All

numbers

are digits.

All alphabets are numbers

.

All words are alphabets.

~ n c l u s i o n s

I.

All

words are digits.

II.

Some numbers

are not

words.

13. Statements :

All plastics are wood.

No wood

is

a

m ~ t a l

Somemetals are gases.

Conclusions :

I.

No

plastic

is a metal.

II.

Some gases are

plastic.

14.

Statements :

All stars are moons.

All moons are dust.

All psteroids are dust

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{ l "How

deceitful

you are "

he

shouted at the sea, You draw

men into you showing your

peaceful

side but when they

are

in your

power

you put them in

trouble.

181. Which of

he following should

be

the FOURTH sentence in there

182.

arrangement?

(1)

c

(3) E

5}

A

(2) B

(4) F

Which

of he

following

should

be

1

the FIFTH sentence in the rear-

j

rangement ? l

l )A

(2) D

(3) B (4) C

(5) E

·tsa.

Which of

he follavving should

be

the FIRST

sentence

in the rear

rangement?

{l}D

(3} c

(5} F.

2)A

{4}

B

184. Which of

he

following should

be

the LAST

SIXTH)

sentence

in

the rearrangement ?

(l)A

(2) B

(3) D (4) C

(5) F

185. Which ofthe following

should

be

SECOND sentence

in

the

re

arrangement ?

(I) A

(Z)

E

(3) D (4) B

5)F

Directions

186

190) : Each

sentence below'

has

a blank{s), each

blank indicating that

something

has

been

omitted. Choose

the

word(s) that

best

fit{s) the

meaning

of the sentence

as a

whole.

186.

Shweta

has___ n

Chennai

au her life.

(1} lives

(3) lived

{5)

seen

2) living

{4)

seeing

187. Jimmy

avoids playing

tennis on weekdays

as it

Is

very

tiring.

l

{I) rarely

{2) usually

.{3)

greatly

{4)

highly

5) poorly

188. Mr.

Bose

working in the

bank for the

last

fifteen

years.

(1) Will be man began to

observe

the. creatur

(2) have been very closely.

He

saw

lhal

lhey we

(3)

to

be

vegetarian. Moreover, despite the

(4) h_

s

beep huge

size,

they were

remarkably mee

189.

and l .l lrZ}. And the stamina the cre

(S) plans to tures

had

was .ll. lm. They could wa

Praful

__ o

be

promoted as the entire length of the desert witho

he

is ver)r hard working. ·

being

exhausted Observing them

th

( l)

afraid

man

thought.

"What i f (1991 this cre

(2) hoping

t.ure

and

make

i t

ferry

all

my

stuff?

(3) tries

could then make

the

desert my home

(4)

awaited

So, one day,

while

one of the creature

(5)

deserves

was

dozlng,

the

man

went

up

to i t an

put

a

bridle

in

its

mouth. Then he rod

l90. She sang well

around on

it, after placing an enormou

played the sitar very well. mount of load on its

back.

With tha

(l)

also, a

j

the

taming of he camel

was

comple

(2)

no sooner. than (for that

was

who

the

creature was

(3)

not

only, but also And

ever

since that

day,

the camel ha

(4) try

to.

and also faithfully ~ up

to

its title of Sh

5) never. even

Directions

191

200) : In the

following

passage there

are

blanks,

each

of

which has been numbered.

These

numbers

are printed below the

passage

and

against each, five words

are suggested, one of which fils

the

blank approprtately. Find out the ap-

propriate

word

in

each case. ·

This happened

thousands

of

years

ago. Lifewas hard

as

penple had

to do

all

the work by

themselves.

A

large number of people r ~ they

would

travel from

one

place

to another

in

search of food and shelter. · While

travelling

one

day,

a

man

arrived

at.

the

of

a desert. He was walking

on

the

sand.

when suddenly, he came

across

a frightening creature- i t had

extremely long. th in legs, a giant hwnp

and a long

neck. I t

was this neck that

he extended towards the man, who

scared out ofhi.s

(193),

ran away from

the

spot. The

followingday,

he mel the

creature

again.lt was

standing

near

a

lake, (194) water.

This

time,

the man

was fascinated at what he saw - the

creature

putting

its

long neck into

the

lake

and

drinking

water

continuously.

Then suddenly, aware

it

was

being

watched, the

giant

creature looked

up

and stared

straight

into eyes

of the

man standing

across.

But this time, ail.

U95l

of

water separated the two,

and

the man

did

not

run away.

He stood

and

watched the

animal, which made ·

no

effort

to come closer. In the follow

ing weeks, the man saw more such

creaturs, again and again.

It

seemed

they

were all over

the

desert, aimlessly

walking about for miles on .ll..rull. The

of

the Desert'.

191.

{l)

masons

2}

cobblers

(3) fanners

(4) nomads

(5} potterS

192. (1)

edge:

(3) banks

· (5) line

193. (1) humour

(3) wits

(5) face

194. (1)

flowing

(3)

eating

{5} listening

195. {1)

expanse

(3) wedge

5) element

196. 1) kilometre

start

(5)

mJies

197.' (1) scary

(3)

ferocious

(5} aimless

198. (1) unarguable

(2)

base

4) shore

(2)mind

4} life

2} drinking

(4) watching

(2) stretch

{4} pond

(2) metres

(4) end

2) gentle

{4) fooUsh

2)

unbelievable

(3) unforgivable

4) unbearable

(5)

Wlavailable

1 199. (l)tame

I .

1 2) support

3)

kill

4) eat

(5) ca ll

200. ( l) been (2) ran

3) seen

(4) lived

(5) stood

.

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"

15. (4)

Some rains

are clouds

. ·

All clouds are storms .

I

+

~

1-type

of Conclusion

"Some rains are stonnsH.

16. (3) 4 73 453: 169 ==> 149:

825 ~

805;

692 672:

538

>

518

453

=:: 15

1;

3

149

49.66;

3

805

26 8.33:

672

224;

3 3

518

172.66

3

17 . (1) 473 > 743;

16 9

. =>

961;

~ a52: 692

=>

9o2:

538

> 853

Low

est numb

er·=>

743 ===> 473

18. (

4}

1

69

< 473 < 538 < 692 < 825

Required

product

~

7 x 3

=

21

19. (3) 473 => 374; 169 =>

961

;

825 => 528; 692 =>

296;

538 => 835

374 => 4

=

(2)2;

961 > 1 ..,

(1}2

20. (5)

Lowest

number=> 169

Highest number

8

25

. 6

~

2

= 3

{

21

:- 25) : Sittlngarrangem ent

B

D c

A

21.

(2)

Except

in BC, in all

others

the

· first

person

is sitting second

to

the

left

of

he

second person.

B is sec-

ond to the right

of

C.

22. (4) E si

ts

to

the immediate leftof B.

23.

(l)

0 is third

to

the

right

ofE.

24.

(5)

In

none,

the second person

is

sitting o the

immediate right

of he

first person.

25

. {l) A sits between G and F.

26. 3).D U B B C

D C B

27. (l) 5th

to

the

left

of

he 16th from j 40. (3) I

the left end means l l

h

from the

J.

R E P A H

J.

...

J.· J, J,

7 @ 8 9

6

eft end, i.e

•

E.

C U B A E

.D_

E 0 A

~

A

11th from

the ieft

28.

(2} Required

atphabets => U, D. E

Meaningful Word

=>

DUE

29.

(4)

According

to

question,

the

new

sequence

would be :

C U B ED

ED

B E B ~ C D B C

L___

11th from the l

eft

30. (l} IVowel IVowel IConsonant I

There

is only

one such

combina-

IAUCj

(3 1 - 35):

mp

s

LiJt.t

R T L W

Qm

r

t

t

r

tru

31. (2) P and

Q

sit at the

extreme

cor-

ners

of the

line.

32. (3) Two persons (T,

L)

sit between

R a

.u

d W. . ·

33. (2) L

is third to

the

right

of S.

34. {4) Except

tn

LR. in all

others

the

first

person

is

second to

the left

of

the

second person.

In LR:

the

first

person

is

second

to the

right

j

of the

second

person.

35. (1) P S R T L W

.Q

Ul_

UlJ

L p • R S T W

36. 2) W U T A B E

J - .

.

- . - .

t

*

9 5 2 @

Condition

(li)

is applicable.

37.

(4) M A C B E U

J.

. .

J. J. .

$

·3 2

@

Condition (lli) is applicable.

38 . 5) H E . I T

Q

K

J.. .

, ,

. . . ,J..

4@7544

Condition {i) is applicable.

39. 3)

Q

E P M U A

,J.. . .

J,

J

J,

4 9 8 $ 9

Condition (iii) is applicable .

41. (5)

In

the subsequent figures the

main design

rotates

through re-

spectively 45° clockwise

and

180°

alternately while

the

others two

designs move

one

and a half steps

in anticlockwise direction after ev

ery

figures.

42. (5) In the subsequent

figures

re-

spectively one circle and a

shad-

ed square are added

alternately

in

a set order.

43.

(4) In the subsequent

figures

Ute

central design rotates respectively

through

45° clockwise.

45°

clockwise. 45° anticlockwise and

so on while the other four designs

move respectively one step and

two steps in clockwise· direction

alternately.

44.

(3)

From Problem

Figure

(l)

to (2)

the

two

designs

from

the

left in-

terchange

positions and

so as the

two

right designs

interchange

po-

sitions while the

middle design

is

replaced with a new design . Simi-

lar

changes occur from

Problem

Figure (3)

to

(4) and from Problem

Figure (5) to Answer Figure.

45. (3) The following changes occur

from Problem

Figure

(I) to (2) :

Similar changes would occur from

Problem Figure (5}

to

Answer Fig

ure.

46.

2f in the subsequent figures

re-

spectively two and

one

outer

curve(s) tS/are inverted alternate-

ly

while two,

one,

three, one. two,

one ... ... inner curve(s) is/are in-

verted

respectively.

·

47.

(1)

From

Problem

Figure

(l)

to

(2)

the design

at

upper left

corner

moves

one step in clockwise di

rection while

the

other two designs

move

two steps

in clockwise di

rection.

Similar

changes occur

from

Problem Figure (3) to (4) and

from Problem Figure (5) toAnswer

Figure.

48. (2)

The

following

changes

occur in

· the subsequent figures :

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{1

)

to (2

)

3)

to 4

)

(5) t

o (6

)

(2)

to

3)

{

4)

to

5}

~

49

.

4

) T

he fo

llow

ing

ch

ang

e

s

occ

ur

In

th

e s

ubs

equen

t f

ig ur

es :

1)

to

2)

2)

to

3)

3)

to

4)

5

) to

6)

4

) to

5)

•-

-+

•-

-+•

t

L

•

'

N

•

i

L

·

·

50.

(

1)

T

he fol

low i

ng

ch

nge

s

occu

r

from

Pro

blem

Fi

gure

(1)

to (2

)' af

ter

the

pl

an e

o

f

de

sig

ns

ro

tat

es

th

rou

gh 4

5°an

ttclo

ckw

ts e.

Sim

ila r

ch

nge

s o

ccu

r

fr

om

Pro

b

l

em

F i

gu re

(3

)

to

{4

) and

from

P

ro b

l

em F

igur

e (5)

to

A n

sw e

r F

igure.

51

.

(4)

2

6

)(

9 + 16

4

+ 65

1

32 +

?

::

:: 23

4 +

1

64

+ 6

5 =

1

32 +

?

='=>

46

3 =

132

+ ?

::::) ?

463

- 13

2

= 331

6

40

x 15

7

50

xl6

5

2

• (1

) ?

1

00

-

10

0

=

9

6 - 12

0 "

' -

24

,

7

8x

5

53

.

(5)

(? fl

=

- 26

., 1

95

-26

= 1

69

-·

?

=J

169

=±

13

4

5

5

4.

1) ?x

S x

2

=

3

40

::

) ? =

3

40

X

3

X 2

::

102

4x5

1

1

1

5

5.{2

) ?=

1+6

-

1-9

+

1 +

54

l

1

l

9

-6

+ 1

= l + 6

-9

+5

4

=

l+

54

4

2

2

=·

1

+ 54 =

I + 27

=

1

27

96

64

42

64

4

56,

(3 )?

=

16

x

21

x

60

=

5

125

?

x4

8

3

7.

(3) 1

00

=35

9- 95

=

26

4

....

... ?

_ 2

6' _

X 100

=

55

0

-

4

8

58.

(2) 69 3

9 -

58.4

6 +

79

.98

" '

? +

76

.92

::

:: 90.9

1

=?

+

76

.92

=>

?

= 90.

91 -

76

.92

13

.{19

40

.5 x

7x

4

59

. (4)

?) 3

=

6

64

189-64

=

12

5

:.

? =

~

2 5 =

~ 5

x 5

x 5 =

5

9 5

x 5

.6 x

l5

8

4

~ ·

?

= -

0

.5

:::

61 .

(4

)

77

66

=

+

4

44

4

.

:: ) ?

=

77 6

6

-

444

4. - 33

22

56

X 1

5

6

2. (

4)

3

-

83 =

?

- 139

::::)

28

0 -

8

3 +

1

39

=

?

?=

336

63 .

(3)

625

=

?

+

64

:

:) ?

= 62

5 -

64

= 561

6

4. (2

} 6

4

+ {62)

3

X 63

?-5

=

)4-

6+3

=

6

1 s

> 6

1

= ?--

5

> ?

- 5 =

1 :

: ?

= 6

65

.

(4) - 7

0

+ 7

= ?

(-

4 )

-7

0

?

:: )

-

7

4

>

?

10

)( 4

= 4

0

66 . ·(

1)?

=

3

1.74

- 22

.6

6 +

15 .

19

=

24.27

?

6

7. (5)

85

- .4

8- 1

6

=

7

?

:

:)

21

= -

7

:

:::

?

= 2

lx 7

= 1

4 7

60

0x?

6

8. (2)

10

0

=

35

2- 10

0"

' 2

52

, _

2

52

X 00

_

2

:::

)

6

00

-

4

75

0 X 56

5

6

9. (

5)? =

l

o

o-

x

l2

= 7

5

5

5

5

?

0

·

(l )?

= 12

+

3

6 +

24

3

0+

1

0

+ 15

5

5

=

::::: -

72

7

2

71

. (3

)

28

7.68

=

?

-

6

2.8

6

?

=

287.6

8

+

62.86

.. 350.54

6

3

7

2 . (

2)

? =

8

55 X

l5

X

1

9

=

5

4

J

12x

l8 4

7

3.

(3)

? ;

2

3

+ 2

6

- 73

= J9

6 + 2

6

-

7

3

= ./4

9 ==

7

74:

(2

)

?

= (2

X 3)

4

+

(

9

X

4

)

+

4

=

(6

)

4

+3

6 + 4

(6)

4

36

:;:

9

(6 )

2

X

4

4

75

. (

2) .1

69-

64 -

26

+

2

=

(? )

2

> 8

1 =

?

2

I 76

. :

:

+

2

+

X +

4

+

X + 6

... X +

8

:z

230

.I

>

5x

+

20

= 2

30

>

5x

=

230

-

20

=

210

210

X

=4

2

-

5

• ,

X

+

8 :

42

+ 8

=

50

..

50

+

(42

)2 =50

+ 1

764

=

18

14

7

7.

(4) Re

quir

ed

numb

er o

f

bag

s

"'

1

026

=9

1

14

.

2

55

7

8. (3

) )

2

00

X

5

X

lOO

=

2

64

79

. (

1) A re

a of

rect

ang l

e

=

L en

gth

x

bre

ad th

= 25

x 15

=

375

s

q . em

.

3

. .

A re

a of

the

sq.ua

re

5

x

37

5

=

22

5 sq

. em.

.

. S

id e

of a

sq

uare

= J2

25

: : 1

5 em .

:

Peri

m et

er o

fsq

uare

= 4

x S id

e

=

4 x 1

5 =

60

em.

80. (4

) F

irs t

sell

ing

pri

ce

100

+ pr

o lt

%

=

1

0

0

· x

C os

t p ri

ce

www.examrace.co



(

125

X 8200)

=Rs.

100

Rs. 10250

S

econd

si

Ung

prtce.

=

10250

x 80

= Rs.

8200

_

100

I

Trtcky Approa

ch

J

P e ~ n t a g e

profit/loss

'

(

2s

-20 - 25 x20)

r

- Al lt .

- 100 - V 7 U

81

{2) ~ j a s A n n u a l i n c o m c

... Rs. 1 2 x ~ x 3 6 0 o o

=

Rs. 288000

= Rs. 2.88

lac

.

82. (5) Diameter of

circle

=·16 - 2

=14 em

.

. .

Radius

= 7 em

. . Area of clrcl'e

=

nfl

22

= -

x7

x 7 =·154 sq.cm

7

2

83

. (I)

Simple interest= T

x 25000

= Rs . 5000

S.l.xlOO

· · Rate "' Prtncipal.x

Time

5000 X 100

=:c

2500QX4

=

5%

per

annum

84. (3) MIDI = M2D2

}

6

X 32 :::. 16 X D2

6x32

}

D

2

= 12 hours

So.

(4)

Required

Average weight

=

+

64

+

75

;

6 ~ ~ ~ ~ + 91

kg

=

3 ~ 6 kg .= 66 kg.

86.

(2)

I..et

Indira s present age be

3x

years

and

that

of Lizzy be Bx

-years.

Mter

8

years,

3x 8=20

3x

=20 - 8

=12

X= 4 .

..

Lizzy's age 5 years ago

=Bx

5

=8 x 4 - 5·

=

27 years

87.

(2)

Average speed of tractor

Distance

covered

=

Time

taken

384

=

24kmph

16 .

: Average speed of

train

9

=

2

X

24 =108kmph

. . Distance covereQ in 12 hours

=

speed

x Time

= 108

X

12

=

1296

km.

88

(3) g3 -

232

=

729 -

529

=200

2 l

89. (2) (?)3+3 = 5 X 42

?=

210

3

90. (5)

7

= .43:

5

11

=

0.45

;

B

0.

53

.

15

4

- =

0.44

9

7

0.58

12

8

. . Second largest fraction

= 15

9 (1) Required di.sia.nce

co

v

ered

=

2{6

x 415.+ 500)

metre

"' 2(2490 + 500) metre

=

5980

metre =5:98

km

92. (1) Total marks obtained by Amit

= 44 +

55

+ 77 + 79 + 76

:::331

. . Required percentage

331

=

- xlOO =

66.2

500

9

3. (5) The Pattern of the number

series is :

7 x 2 -

3

= l l

11

X

2 - 3

19

19 X 2 - 3 =

35

35 X 2 -3 : . 67

67

X

2 - 3 =134

- 3

:;;

I131J

94. (3)

The

Pattern

of the number

series is :

5

+ 12

'6

6 + 2

2

=10

10 + 3

2

= 19

35

+ 52 ,.. 35

+

25 ;::: J60 l

I

l

I

I

I

i

9 'S. (1}

The Pattern

of

the number 1

series

is )

1 2

' 3

3

+

·(2 +3)

=

8

8

+

(2

+

3

+

5)

=

18

18 + (2+3+5+7) =35

35 + ~ 2 + 3 + 5 + 7 + 9 = 61

96. (1) LHS = 21

+

12

=33

RHS

=15 + 15 = 30

LHS>

RHS

97. (2) LHS =

±08

- 7) =

±

11

RHS

=

.J121

=

±

11

98 . (1) LHS = (34 - 4} x 5 = 150

RHS =

16

x 8 + 16)

=16 {8 + 1} =

144

LHS > RHS

99.

(3)

LHS =

13 3

- 16 =

117

RHS '49 x

3

=

147

LHS

<

RHS

100. (3)LHS

= 7 +

6:::13

RHS

= 100

;- 4 =

25

LHS < RHS

136

. (4) Alphabetical

order of

word's :

2. Laugh

J,

3 . . Launch

J,

4. Launcby

J,

1. -Laureme

J,

5. Laurel -

137. (2)

Alphabetical order of words ·

8. Hospital

J,

1. Host

J,

2. Hostage

5. Hostel

-L

4.

Hostess

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Documents

Bank of India Clerical Solved Paper 2010