Math, asked by tallgirl, 1 day ago

Adil's bathroom has two taps next to each other and a bucket is kept under them. Tap 1 alone (at full flow) can fill HALF the bucket in 2 minutes and Tap 2 alone (at full flow) can fill HALF the bucket in 3 minutes.
If both taps are turned on (to full flow), in how much time will the bucket get filled completely?
I want full working of the answer and not just the answer

Answers

Answered by nandinivcac
1

हिंदी में खोजें

आदिल के बाथरूम में एक दूसरे के बगल में दो नल हैं और उनके नीचे एक बाल्टी रखी गई है 1 नल पूर्ण प्रवाह पर आधा बाल्टी 2 मिनट में भर सकता है और नल 2 अकेले पूर्ण प्रवाह पर आधा बाल्टी भर सकता है

Adil's bathroom has two taps next to each other and a bucket is kept ...

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Adil's bathroom has two taps next to each other and a bucket is kept under them. Tap 1 alone (at full flow) can fill HALF the bucket in 2 minutes and Tap 2 alone (at full flow) can fill HALF the bucket in 3 minutes. If both taps are turned on (to full flow), in how much time will the bucket get filled completely?

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Answer:2 minutes 24 secondsStep-by-step explanation:

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Adil's bathroom has two taps next to each other and a bucket is kept under them. Tap 1 alone (at full flow) can fill HALF the bucket in 2 minutes and Tap 2 alone (at full flow) can fill HALF the bucket in 3 minutes. If both taps are turned on (to full flow), in how much time will the bucket get filled completely?

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Step-by-step explanation:ट्रायंगल एंड इट्स प्रॉपर्टीज

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https://www.quora.com › Two-taps-t...

Two taps take 20 and 30 minutes to fill a bucket. If both are opened at

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5 → Questins : Adil's bathroom has two taps next to each other and a bucket is kept under them. Tap 1 alone (at f activity

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Answered by nihasrajgone2005
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Answer:

In simple words, Tap B will operate for 10 minutes more than both combined.

If both Tap A and B are opened together, the tank will be full in (20 x 30)/(20 + 30) = 12 minutes.

Now Tap B alone will fill 10/30 = 1/3rd of tank.

Remaining ⅔ tank will be filled by both combined in 12 x 2/3 = 8 minutes.

Required answer 8 minutes.

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