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Radhika

· started a discussion

· 1 Months ago

Please explain

Question:

DIRECTIONS: Answer the questions on the basis of the information given below.


There are seven friends Akash, Ajay, Arun, Arjun, Arvind, Akram and Akesh. Their surname’s are Sharma, Gupta, Pandit, Deora, Gavli, Akhtar, Advani (not necessarily in that order). Their wives are Rati, Rakhi, Raima, Rini, Ritu, Riddhima and Rano (not necessarily in that order). These couples are participating in a Road show on their bikes namely Pulsar, Apache, TVS star, CBZ, Fiero, Fazer and Shine (not necessarily in that order).Following information is also available:


A.  Husband of Rini Pandit owns CBZ.

B.  Arun’s surname is Gavli and owns TVS star. He is married to Raima.

C.  Rati sharma’s husband owns Pulsar.

D.  Akash doesn’t own either Shine or any bike whose initial letter is ‘F’.

E.  Akram, whose surname is Akhtar, owns a bike having initial letter as ‘F’.

F.  Ajay has a bike whose first letter is same as that of his name.

G.  Rano’s surname is Advani and her husband doesn’t own Fiero or Fazer.

H.  Arvind’s wife is Ritu Deora.                               

I.   Ridhima’s husband owns Fiero and Akesh owns Shine.

J.  First letter of Rano's husband name and surname will be same.

Which of the following is definitely correct?
Options:
A) Rini Pandit is the wife of Akash who owns CBZ
B) Rati Sharma is the wife of Arjun who owns Pulsar
C) Rakhi Gupta is the wife of Ajay who owns Apache
D) Ridhima Akhatar is the wife of Akram who owns Fazer
E) None of these
Solution:
Ans (c) Only statement (C) is definitely correct. (A) and (B) may be correct, but nothing can be said definitely. 

On compilation of data:


Name

Surname

Bike

Wife

Akash

Pandi/Sharma

CBA/Pulsar

Rini/Rati

Ajay

Gupta

Apache

Rakhi

Arun

Gavli

TVS star

Raima

Arjun

Sharma/pandit

Pulsar/CBZ

Rati/Rini

Arvind

Deora

Fazer

Ritu

Akram

Akhtar

Fiero

Ridhima

Akesh

Advani

Shine

Rano

ABHII

· commented

· 1 Months ago

Dear Student,
Given Question and answer are right! but complicated just try it again.Keep learning with us.
Regards,
Team TR

Deepak Verma

· commented

· 1 Months ago

even I need Proper Explanation ,,, I did not get how he solved it .. there are so many probable cases. If you got the answer please share ,

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