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If two excavators, both working at the same constant rate, can dig a 10-meter-long trench in 50 minutes, how long will it take three same type excavators to dig a 15-meter-long trench?
A. 45 minutes B. 50 minutes C. 52 minutes D. 54 minutes E. 60 minutes
If two excavators, both working at the same constant rate, can dig a 10-meter-long trench in 50 minutes, how long will it take three same type excavators to dig a 15-meter-long trench?
A. 45 minutes B. 50 minutes C. 52 minutes D. 54 minutes E. 60 minutes
A single excavator can dig a 10-meter-long trench in 50*2 = 100 minutes. Therefore, it would take 100*1.5 = 150 minutes to dig a 15-meter-long trench.
Consequently, three excavators working together can complete a 15-meter-long trench in \(\frac{150}{3}=50\) minutes.
Hi Bunuel, Could you please give a proper explanation for this question? How is one excavator working in 100 minutes? how did we get 50*2?
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The proper explanation is already given in the original post.
To answer your question: If two excavators working together can complete the task in 50 minutes, one excavator, working alone, would take twice as long, which is 100 minutes.