Apr 08, 2018

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OGICAL REASONING

SPOTTING OUT DISSIMILAR

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1. Which word does not belong withothers?

A) unique B) rare

C) beautiful D) exceptional

2. A) Red B) colour C) Green D) White 3. A) Sword B) Sphere C) Arrow D) Shield

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4) A) triangle B) circle

C) oval D) sphere

5) A) Twelve B) Twenty six

C) Twenty two D) Twenty five

6) wing B) fin C) rudder D) beak

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7) A) Sitar B) Violin

C) Guittar D) Flute

8)A) Teacher B) Professor

C) Principal D) Parent

9)A) Freeway B) Express Way C) National Highway D) Street

Road

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10) A) Magazine B) Weekly C) Thesis D) Dictionary

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DIRECTION SENSE TEST

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Problem 1

2. Y is in the East of X which is in theNorth of Z. If P is in the South of Z,then in which direction of Y, is P?

A. North B.South C. South-East D.None of these

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Answer

D

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Answer

C

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Problem 3

A man walks 5 km toward south andthen turns to the right. After walking3 km he turns to the left and walks 5

km. Now in which direction is he fromthe starting place?

A. West B. South C. North-East D. South-West

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Answer

D

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Problem 4

Rahul put his timepiece on the table insuch a way that at 6 P.M. hour handpoints to North. In which direction

the minute hand will point at 9.15P.M. ?

A. South-East B. South C. North D. West

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Answer

D

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Problem 5

Rasik walked 20 m towards north.Then he turned right and walks 30 m.Then he turns right and walks 35 m.

Then he turns left and walks 15 m.Finally he turns left and walks 15 m.In which direction and how many

metres is he from the startingposition?A. 15 m West B.30 m East

C. 30 m West D.45 m East

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Problem 6

Two cars start from the opposite places ofa main road, 150 km apart. First carruns for 25 km and takes a right turnand then runs 15 km. It then turns left

and then runs for another 25 km andthen takes the direction back to reachthe main road. In the mean time, due tominor break down the other car has run

only 35 km along the main road. Whatwould be the distance between two carsat this point?

A. 65 km B. 75 km

C. 80 kmD.85 km

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Problem 7

Starting from the point X, Jayantwalked 15 m towards west. Heturned left and walked 20 m. He then

turned left and walked 15 m. Afterthis he turned to his right and walked12 m. How far and in which

directions is now Jayant from X?A. 32 m, South B.47 m, EastC. 42 m, North D.27 m, South

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Problem 8

One evening before sunset Rekha andHema were talking to each other faceto face. If Hema's shadow was

exactly to the right of Hema, whichdirection was Rekha facing?

A. North B. SouthC. East D.Data is inadequate

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Problem 9

A boy rode his bicycle Northward, thenturned left and rode 1 km and againturned left and rode 2 km. He found

himself 1 km west of his startingpoint. How far did he ride northwardinitially?

A. 1 km B. 2 kmC. 3 km D.5 km

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Problem 10

K is 40 m South-West of L. If M is 40 mSouth-East of L, then M is in whichdirection of K?

A. East B.WestC. North-EastD.South

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Problem 11

A man walks 2 km towards North. Then he turns to East and walks 10km. After this he turns to North and

walks 3 km. Again he turns towardsEast and walks 2 km. How far is hefrom the starting point?

A. 10 km B.13 kmC. 15 km D.None of these

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Problem 12

The length and breadth of a room are8 m and 6 m respectively. A cat runsalong all the four walls and finally

along a diagonal order to catch a rat.How much total distance is coveredby the cat?

A. 10 B.14C. 38 D.48

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Problem 13

One morning sujata started to walktowards the Sun. After covering somedistance she turned to right then

again to the right and after coveringsome distance she again turns to theright. Now in which direction is she

facing?A. North B.SouthC. North-EastD.South-West

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Some boys are sitting in three rows allfacing North such that A is in themiddle row. P is just to the right of A

but in the same row. Q is just behindof P while R is in the North of A. Inwhich direction of R is Q?

A. South B.South-WestC. North-EastD. South-East

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Calculation of date orday

Of any Year

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Formula

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Value : Day of the Week

The values are set and range from 0 to 6,

starting on Saturday:

Day Value

Saturday 0Sunday 1

Monday 2

Tuesday 3

Wednesday 4Thursday 5

Friday 6

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Value of the Months

Month Value Month Value

January 1 July 0

February 4 August 3

March 4 September 6April 0 October 1

May 2 November 4

June 5 December 6

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Value of Year

This is the only part of the formula that involves a bit of arithmetic and it iscalculated the following way:Any given year must be divided by 4. The answer must be multiplied by 5and then that answer must be divided by 7.Note: You only work with whole numbers. No fractions are used.

The remainders of your first answer and your last answer must be addedto give you the final value.

Example: If the given year is 49:

(1) 49 divided by 4 is 12 with 1 remaining.(2) 12 multiplied by 5 is 60.(3) 60 divided by 7 is 8 with 4 remaining.

(4) Add remainder of (1) to remainder of (3). That gives you 1 + 4 and afinal answer of 5.

[Tip: If the year is ..00, ..01, ..02, ..03 - these years obviously cannot bedivided by 4 as the answer would be 0 (fractions are not used). In onlythese four cases would the year also constitute the year value, e.g. 1901would have value 1 and 1900 value 0]

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Find out the day on 14 July 1949

Method Example Value

Date Same Value 14 14

Month Set Value July 0Year Calculation 49 5

Century Set Value 19 0

14+0+5+0=19

19/7= 2 (remainder 5)

Day of the week is 5 meansThursday

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Day of 09.04.1964

Date : 09 Value 09Month :April Value 00 Year 64 Value 03Century: 19 Value 00Final answer: 9 + 0 + 3 + 0 = 12

12/7 = 1 (remainder 5)5 is the value of Thursday.

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Day of 16.04.1994

Date : 16 Value 16Month :April Value 00 Year 94 Value 05Century: 19 Value 00Final answer: 16 + 0 + 5 + 0 = 21

21/7 = 3 (remainder 0)5 is the value of Thursday.

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Find out the wrong number.

125, 127, 130, 135, 142, 153, 165 A. 130 B. 142 C. 153 D. 165

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Answer

Answer: Option D

Explanation:

Prime numbers 2, 3, 5, 7, 11, 13 areto be added successively.

So, 165 is wrong.

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Prime number

A prime number (or a prime) is anatural number that has exactlytwo distinctnatural number divisors

: 1 and itself. The smallest twenty-five prime numbers (all the primenumbers under 100) are:

2, 3, 5, 7, 11, 13, 17, 19, 23, 29, 31,37, 41, 43, 47, 53, 59, 61, 67, 71,73, 79, 83, 89, 97

http://en.wikipedia.org/wiki/Natural_numberhttp://en.wikipedia.org/wiki/Divisorhttp://en.wikipedia.org/wiki/1_(number)http://en.wikipedia.org/wik

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