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How many poles will be covered by a train in 4 hours if the train is running at a speed of 45 km/hr, given that the poles on the railway track are 50
Question

How many poles will be covered by a train in 4 hours if the train is running at a speed of 45 km/hr, given that the poles on the railway track are 50 m apart and the train crosses a pole at the beginning of its journey.

A.

3606

B.

3636

C.

3600

D.

3601

Correct option is D

Given:

Speed = 45 km/hr=45000 m/hr45 \, \text{km/hr} = 45000 \, \text{m/hr}​​

Poles are 50 m apart.

Time = 4 hours

Formula Used:

Distance Covered=Speed×Time\text{Distance Covered} = \text{Speed} \times \text{Time}​​

Number of Poles=Distance CoveredDistance Between Poles+1\text{Number of Poles} = \frac{\text{Distance Covered}}{\text{Distance Between Poles}} + 1 ​​

Solution: 

Applying the formula: 

Distance Covered=45000×4=180000 m\text{Distance Covered} = 45000 \times 4 = 180000 \, \text{m}​​

Number of Poles=18000050+1=3601\text{Number of Poles} = \frac{180000}{50} + 1 = 3601 

Thus, the number of poles covered by train in 4 hour is 3601

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