Question

A man completes 2/15 of his journey by aeroplane ,and 2/5 by train and the rest by taxi .what part of his k journey does he completes by taxi

Answer 1

1-(2/15 +2/5)
1-[(2+6)/15]
15/15 -8/15
7/15

Answer 2

The man completes (11/15) of his journey by taxi.

Let's assume that the total distance of the journey is represented by "k".

The man completes 2/15 of his journey by aeroplane, which can be written as (2/15)k.

He also completes 2/5 of his journey by train, which can be written as (2/5)k.

To find out what part of his journey he completes by taxi, we need to subtract the distances he covered by aeroplane and train from the total distance:

Total distance = k

Distance covered by aeroplane = (2/15)k

Distance covered by train = (2/5)k

Distance covered by taxi = Total distance - Distance covered by aeroplane - Distance covered by train

Distance covered by taxi = k - (2/15)k - (2/5)k

Distance covered by taxi = k - (4/15)k

Distance covered by taxi = (11/15)k

Therefore, the man completes (11/15) of his journey by taxi.

for such more question on distance

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