Math, asked by ritesh0848, 9 months ago

(Wurdu
4. In a queue, Mr X is fourteenth from the
front and Mr Y is seventeenth from the
end, while Mr Z is exactly in between
Mr X and Mr Y. If Mr X is ahead of Mr Y
and there are 48 persons in the queue,
how many persons are there between Mr
X and Mr Z?
[UPSC (CSAT) 2013]
(a) 6 (b) 7 (c) 8 (d) 9​

Answers

Answered by SamikBiswa1911
0

Answer:8

Step-by-step explanation:

X is 14th from front

Y is 17th from end

There are 48 in total

Now let us find how many are there between x and y

48-(14+17)= 17

We know that z is exactly between x and y

Other than z there are 16 btw xand y

That is 8 between x and z and 8 btw z and y ( z is 9th among 17)

So answer is 8.

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