Create a scene depicting a child standing on a railway platform. The age and gender of the child are unspecified. A train, embodying modern design elements and painted a striking electric blue, blurs by, capturing its fast movement with an impression of velocity. The platform is typical of a small-town station, with a classic wooden bench and a vintage clock hanging, indicating noon. There is lush, green foliage framing the background of the train platform creating a serene atmosphere. The visual representation of the train's length remains abstract, offering no clear answer to the mathematical question posed.

A child is standing on a platform of a station.

A train travelling at 30m/s takes 3.0 secs to pass the child.What is the length of the train.
a)10m-this was my answer
b)27m
c)30m
d)90m

Speed=30m/s

Time=3.0s
Distance=y

the train is moving at 30m/s the time it takes to complete the y distance is 3s. Now it doesn't matter here what the size of the child is the important thing here is that the train will pass its entire length to pass the child and not just the engine or compartments. Hence the distance we will be finding out would be of the train. Now consider all the other words are gone only 30m/s and 3.0s are given. Only looking at these values you see one is missing that is the distance, then write the formula still not giving attention to the words and BINGO its your answer.

Here I've done this for you. :))
speed=distance/time
30m/s=y/3
30x3=y
90m=y

The length of the train is 90 meters.

Distance(Or length for this situation) = Speed x Time

Distance= 30 m/s x 3.0 s
Distance= 90 m

It's 90m,we have to multiply 30 m/s to 3s

Best

To find the length of the train, we need to use the equation:

Length = Speed × Time

Given:
Speed of the train = 30 m/s
Time taken to pass the child = 3.0 seconds

Substituting these values into the equation, we get:
Length = 30 m/s × 3.0 s = 90 meters

Therefore, the correct answer is option d) 90m.

cca

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