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Pipes A and B together fill a tank in 12 minutes. A alone takes 20 minutes. How long would B alone take?

Competition practicePipes & Cisterns
  • A15 min
  • B30 min
  • C8 min
  • D32 min

Step-by-Step Solution

B's rate = → 30 min. (8 min is 20 − 12, which is not how rates work.)
Answer: B) 30 min

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