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Question : Directions: SFBV is related to HUYE in a certain way based on a certain relationship between the given letters in the English alphabetical order. In the same way, JQEF is related to QJVU. Which of the given options is CKSW related to following the same logic?

Option 1: BJRV

Option 2: HDPX

Option 3: XPHD

Option 4: DLTX

Team Careers360 22nd Jan, 2024

Correct Answer: XPHD


Solution : Given:
SFBV is related to HUYE, and JQEF is related to QJVU.

Write the opposite letter pairs of each letter of SFBV –
S→H; F→U; B→Y; V→E
Thus, SFBV is related to HUYE.
And JQEF is related to QJVU.
J→Q; Q→J; E→V; F→U
Thus, JQEF

67 Views

Question : Directions: UOKG is related to VPLH in a certain way based on the English alphabetical order. In the same way, KQWY is related to LRXZ. To which of the following is AMSW related to following the same logic?

Option 1: BNTX

Option 2: WKTC

Option 3: BOTY

Option 4: ZMRW

Team Careers360 21st Jan, 2024

Correct Answer: BNTX


Solution : Given:
UOKG is related to VPLH and KQWY is related to LRXZ.

Add 1 to the place value of the letters of UOKG and KQWY, to obtain the required code –
UOKG→U + 1 = V; O + 1 = P; K + 1 =

80 Views

Question : Directions: BEGC is related to ILNJ in a certain way based on the English alphabetical order. In the same way, LOQM is related to SVXT. To which of the following is DGIE related, following the same logic?

Option 1: MPRN

Option 2: KNQM

Option 3: KNPL

Option 4: KMPN

Team Careers360 19th Jan, 2024

Correct Answer: KNPL


Solution : Given:
BEGC is related to ILNJ, and LOQM is related to SVXT.

Add 7 to the place values of the letters of BEGC, and LOQM to obtain their respective codes –
BEGC→B + 7 = I; E + 7 = L; G + 7 =

20 Views

Question : Directions: Five books of History, Mathematics, English, Hindi, and Science are kept on top of each other. English is kept between History and Mathematics. Hindi and Science are kept together. Science is kept above Mathematics. Which book is kept in the middle? 

Option 1: Mathematics

Option 2: English 

Option 3: Science 

Option 4: Mathematics or English

Team Careers360 25th Jan, 2024

Correct Answer: Mathematics


Solution : Given:
English is kept between History and Mathematics.

Mathematics/History
English
History/Mathematics

Science is kept above Mathematics. Hindi and Science are kept together.

Hindi
Science
Mathematics

So, the order becomes →

Hindi
Science
Mathematics
English
History

Mathematics is kept in the middle. Hence, the first option

56 Views

Question : Directions: BEH is related to GJM in a certain way based on the English alphabetical order. In the same way, FOT is related to KTY. To which of the following is LIN related following the same logic?

Option 1: NAT

Option 2: OLQ

Option 3: IFK

Option 4: QNS

Team Careers360 25th Jan, 2024

Correct Answer: QNS


Solution : Given:
BEH : GJM
FOT : KTY

Add 5 to the place value of each letter to obtain the required code –
B + 5 = G; E + 5 = J; H + 5 = M
Thus BEH is coded as GJM.
F +

16 Views

I did my graduation in Geography and English subjects . Am I eligible for Upsc?

Satakshi 28th Feb, 2024

Yes u can appear in upsc after your graduation or in final year. And u can also take geography or English as optional

117 Views

Question : Directions: XU289 is related to SP324 in a certain way based on the English alphabetical order. In the same way, QN361 is related to LI400. To which of the following is JG441 related, following the same logic?

Option 1: EB484

Option 2: FB464

Option 3: FB484

Option 4: EB464

Team Careers360 24th Jan, 2024

Correct Answer: EB484


Solution : Given:
XU289 is related to SP324 and QN361 is related to LI400.

Subtract 5 from the place value of each letter of XU289 and find the square root of the immediate next number, then add 1 to the result, and square the number after addition

35 Views

Question : In an examination, 19% of students failed in Mathematics and 10% of students failed in English. If 7% of all students failed in both subjects, then the percentage who passed both subjects is:

Option 1: 36% of all students

Option 2: 64% of all students

Option 3: 71% of all students

Option 4: 78% of all students

Team Careers360 23rd Jan, 2024

Correct Answer: 78% of all students


Solution : Students failed in Mathematics = 19% of all students
Students failed in English = 10% of all students
Students failed in both subjects = 7% of all students
Total students failed = Students failed in Mathematics + Students failed in English –

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