Math, asked by golu257, 1 year ago

अनीता एक निश्चित दूरी को 1 घंटे 24 मिनट में तय कर सकती है यदि वह दो तिहाई दूरी 4 किलोमीटर प्रति घंटे की चाल से तथा शेष दूरी 5 किलोमीटर प्रति घंटे की चाल से तय करती है तो उसके द्वारा तय की गई कुल दूरी ज्ञात कीजिए

Answers

Answered by Learner12q
1
Let the total distance be x.

She travels the 2/3 of the total distance at 4 km/h. So the time taken in travelling this part of distance will be = 2/3 x divided by 4. ( time = distance/speed)

And now the remaining distance that is x/3 is travelled at 5 km/h. So the total time is taken in travelling this part of the distance = x/3 divided by 5.

As per the question, the total time in covering the entire distance is 1 hour and 24 mins. that is 7/5 hrs.

So let',s add both the separate times to obtain the total time.

(2x/3)/ 4 + (x/3)/5 = 7/5
On solving it further --

x/6 + x/ 15 = 7/5
If you solve this equation further , you will find the value of x to be 6 km which is your entire length of the journey travelled by Anita.

golu257: thanks
Learner12q: it's my pleausre. Was it clear to you ?
golu257: yaa
golu257: i need a help
Learner12q: What's it ?
golu257: how you get 7/5hr
Learner12q: I converted "24 minutes" into hours by dividing it by 60. 24/60 = 2/5 . Then I added it to the remains 1 hour . 1 + 2/5 = 7/5.
golu257: ok thanks
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