Traffic police have put a speed limit on heavy vehicles like trucks. A truck's speed must not exceed 36 km/hr. Rahul was driving his truck at 20 m/s. It can be concluded that Rahul was over speeding. State true or false.

True

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False

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Solution

The correct option is A
True

Speed limit = 36 km/hr
36 km/hr $= / 36 \times \frac{5}{/ 18} = 10 m / s$
Rahul's speed 20 m/s > 10 m/s
Hence, Rahul was over speeding.

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Mr. Sharma, a truck driver drives his truck every day. He travels a different distance by his truck on each day.

The pie chart given below shows the percentage of distance travelled on a particular day (one out of Monday to Friday) out of the total distance that he travelled in the five days (Monday-Friday) of a particular week.

Days Speed ( in km/ hr) Monday Tuesday Wednesday Thursday Friday

------
52
------
68
------

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The table given below shows the average speed (in km/hr) of Mr. Sharma's truck on the five weekdays. Some of the data is missing.

The truck started with its usual speed on Tuesday but when half of the distance was covered, there was a breakdown due to which the truck travelled at $\frac{5}{13} t h s$ of its usual speed. Find the additional time taken (in hours) to cover the same distance.

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Traffic police have put a speed limit on heavy vehicles like trucks. A truck's speed must not exceed 36 km/hr. Rahul was driving his truck at 20 m/s. It can be concluded that Rahul was over speeding. State true or false.

The correct option is A True Speed limit = 36 km/hr 36 km/hr =/36×5/18=10 m/s Rahul's speed 20 m/s > 10 m/s Hence, Rahul was over speeding.

The correct option is A
True

Speed limit = 36 km/hr
36 km/hr $= / 36 \times \frac{5}{/ 18} = 10 m / s$
Rahul's speed 20 m/s > 10 m/s
Hence, Rahul was over speeding.