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If there are 50 stations on a railway line,how many different kinds of single first class tickets may be printed to enable a passenger to travel from one station to another? a)2500 b)2450 c)2400 Correct answer is option b plz explain?
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If there are 50 stations on a railway line,how many different kinds of...
Solution:

To find the number of different kinds of single first-class tickets that can be printed, we need to find the number of possible pairs of stations that a passenger can travel between.

We can use the formula for the number of combinations of n items taken r at a time, which is:

nCr = n!/r!(n-r)!

Here, n = 50 (the number of stations), and r = 2 (the number of stations a passenger can travel between).

So, the number of possible pairs of stations is:

50C2 = 50!/2!(50-2)! = 50x49/2 = 1225

However, we need to consider that each pair of stations can be traveled in two directions (e.g., from station 1 to station 2 and from station 2 to station 1), so we need to multiply the above result by 2:

1225x2 = 2450

Therefore, the correct answer is option b) 2450.
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If there are 50 stations on a railway line,how many different kinds of single first class tickets may be printed to enable a passenger to travel from one station to another? a)2500 b)2450 c)2400 Correct answer is option b plz explain?
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