Change the following statements using expressions into statement in ordinary language:
The speed of a truck is $v$ km per hour.
The speed of a bus is $(v + 10)$ km per hour.

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Solution

Given, The speed of a truck is $v$ km per hour.
The speed of a bus is $(v + 10)$ km per hour.
It can be written as: The speed of a truck is $10$ more than the speed of a bus.

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Q. A bus travels at

v k m

per hour. It is going from Daspur to Beespur. After the bus has traveled

5

hours, Beespur is still

20 k m

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v

Q. A bus covers a certain distance in 3 hours 20 minutes at an average speed of 45 km per hour. How much time will it take to cover the same distance at a speed of 50 km per hour?

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Find the time taken by a bus to cover $x k m$ when the speed of the bus is $45$ km per hour.

A bus travels at $v k m p e r h o u r$ . It is going from Daspur to Beespur. After the bus has traveled $5 h o u r s$ , Beespur is still $20 k m$ away. What is the distance from Daspur to Beespur ? Express it using $v .$

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Change the following statements using expressions into statement in ordinary language:The speed of a truck is v km per hour. The speed of a bus is v+10 km per hour.

Given, The speed of a truck is v km per hour. The speed of a bus is v+10 km per hour.It can be written as: The speed of a truck is 10 more than the speed of a bus.

Change the following statements using expressions into statement in ordinary language:
The speed of a truck is $v$ km per hour.
The speed of a bus is $(v + 10)$ km per hour.

Given, The speed of a truck is $v$ km per hour.
The speed of a bus is $(v + 10)$ km per hour.
It can be written as: The speed of a truck is $10$ more than the speed of a bus.