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https://www.onlinemathlearning.com/work-problems.html
Answer: The time taken to fill the tank is hours. Example 2: Pipe 1 takes 5 days to drain a pool and pipe 2 takes 7 days to drain the pool. How long will it take for the two pipes to drain the pool together? Show Video Lesson
https://www.sccollege.edu/Faculty/epham/Documents/IntroAlgManuscript/Chapter%2011%20-%20rational%20equations%20and%20applications.pdf
6) Of two inlet pipes, the smaller pipe takes 5 hours longer than the larger pipe to fill a pool. When both pipes are open, the pool is filled in 6 hours. If only the larger pipe is open, how many hours are required to fill the pool? 7) It takes John 16minutes longer than Sally to mow the lawn. If they work together they can mow the
https://web.math.ucsb.edu/~tawny/34Aw13/hw4q27.pdf
and we get x = :4 hours and x = 3 hours. Since x is the time George takes, we need to subtract 1 hour to get Henry’s time. Time is positive, so we use x = 3 hours. Then Henry takes2 hoursto mow the lawn. ANSWER: 2 hours 2
https://www.algebra.com/algebra/homework/Rate-of-work-word-problems/Rate-of-work-word-problems.faq.question.206410.html
SOLUTION: Two pumps are used to fill a water storage tank at a resort. One pump can fill the tank by itself in 9 hours, and the other can fill it in 6 hours. How long will it take both pumps
https://www.onlinemathlearning.com/rational-function-problems.html
A water tank is emptied through two drains in 50 minutes. If only the larger drain is used, the tank will empty in 85 minutes. How long would it take to empty if only the smaller drain is used? One computer can run a sorting algorithm in 24 minutes. If a second computer is used together with the first, it takes 13 minutes.
https://www.openalgebra.com/2012/11/applications-of-rational-equations.html
If two people are working together on a job then their work rates add and they can perform the job working together in a shorter amount of time. If we let x = the time it takes a person to complete a task then his work rate is 1/ x. In other words, he can complete the 1 job in x number of hours. If we let y = the time it takes a second person ...
https://www.algebra.com/algebra/homework/Rate-of-work-word-problems/Rate-of-work-word-problems.faq.question.579260.html
Answer by josmiceli (19441) ( Show Source ): You can put this solution on YOUR website! Add their rates of mowing. Bill's rate: ( 1 lawn ) / ( 4 hrs ) John's rate: ( 1 lawn ) / 6 hrs ) Let their rate working together = ( 1 lawn ) / ( t hrs ) Multiply both sides by. It will take them 2 hrs and 24 min working together.
https://quizlet.com/491824470/chapter-6-exam-2-flash-cards/
A subdivision is planned for forty houses, each with its own in-ground swimming pool. A contractor estimates it will take him 30 hours to build the first pool and that there is a 90% learning curve associated with this process. How long will it take to build the last pool? A) 27.2 hours B) 23.9 hours C) 20.5 hours D) 17.1 hours
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http://cob.jmu.edu/wangpx/kj/MS/4Queue/LectureQueue.pdf
There is one counter open for service, with two employees working. One employee fixes a customer's order and another employee takes their money. It take an average of two minutes (exponentially distributed) to complete each customer order. a. What is the average arrival rate to the window at JMU Bookstore?)\ ,2 0 tx-r-b.
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