Math, asked by jayas3850, 5 months ago

John started a journey from his house at 7:30 in the morning to go to the nearest town. He drove his car at an average speed 40km/hr and reached the town at 10 am. Find out the speed which he could have driven the car to reach the town at 9:30 a. m. ​

Answers

Answered by Anonymous
1

Answer:

Consider the provided information.

John started a journey from his house to 7:30 in the morning to do to the next town to meet .he drove his car speed of 40km/h and reached town at 10 o clock

That means John 2 and half hour to complete the journey.

Distance=Speed\times TimeDistance=Speed×Time

Substitute the respective values in the above formula.

Distance=40\times 2.50Distance=40×2.50

Distance=100Distance=100

Hence, the distance is 100 km.

Now if we want he reach town at 9:30 that means the he should complete his journey within 2 hrs.

Substitute the value of t=2hr in the above formula.

\begin{gathered}100=Speed\times2\\\\Speed=\frac{100}{2}\\\\Speed=50\end{gathered}

100=Speed×2

Speed=

2

100

Speed=50

Hence, the speed should be 50 km/h.

Answered by savitabgp108
2

Answer:

The answer is 50 km /hr

hope it help you

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Step-by-step explanation:

Consider the provided information.

John started a journey from his house to 7:30 in the morning to do to the next town to meet .he drove his car speed of 40km/h and reached town at 10 o clock

That means John 2 and half hour to complete the journey.

Distance=Speed\times TimeDistance=Speed×Time

Substitute the respective values in the above formula.

Distance=40\times 2.50Distance=40×2.50

Distance=100Distance=100

Hence, the distance is 100 km.

Now if we want he reach town at 9:30 that means the he should complete his journey within 2 hrs.

Substitute the value of t=2hr in the above formula.

\begin{gathered}100=Speed\times2\\\\Speed=\frac{100}{2}\\\\Speed=50\end{gathered}

100=Speed×2

Speed=

2

100

Speed=50

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