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  1. Vor einem Tag · Stanford Rivers is a large parish whose north-east boundary is ½ mile south-west of Chipping Ongar. (fn. 1) The soil is Boulder Clay and London Clay with small patches of gravel. The part of the parish to the north of the stream which flows into the Roding at Wash Bridge, and which includes Toot Hill and Ongar Park Wood, may originally have ...

  2. Vor 4 Tagen · Note: Whenever such type of question appears then first try to find out the total amount of work units, here 24 men working at 8 hours per day can do the work in 15 days, so using this information we can find out the amount of work $ = 24 \times 8 \times 15 = 2880$. Then find the no. of days needed for 20 men working 9 hours a day.

  3. Vor 3 Tagen · Here, in the question Bimal is 50% more efficient than Kamal so, it is obvious that Bimal will take less time to complete the same piece of work, while working alone, in comparison to Karan. So, With 100% efficiency of Karan, work is completed in 15 days. With 150% efficiency of Bimal, time to complete the work is given as: $

  4. Background Casting for Short Film "Once a Thief". $100/day Aledo, TX, United StatesExpires on 6/5/2024. Seeking background/extras for a modern-day short film "Once a Thief". Please see the details below. Rate: All paid positions, and background from $ 55. to $ 100. for actors per day. Additional info: This film “Once a Thief” will be shot ...

  5. Vor 4 Tagen · River Song. Original Character (s) Katherine (Katie) Pond, the kid sister tag along to the beloved companion, Amy Pond. Katherine mysteriously appeared on the front steps of the Pond house thirteen years ago. Now sixteen, she's about to return home from school one day and have her whole world turned upside down.

  6. Vor 5 Tagen · Hence, work done by person R in one day is = $\dfrac{1}{{60}}$ therefore the number of days that R can do the complete work alone is = 60 days. Final solution: Hence, if P and Q can do a piece of work in 12 days, Q and R can do a piece of work in 15 days, R and P in 20 days then R can do the complete work alone is = 60 days.

  7. Vor 4 Tagen · Hint: Find the fraction of the total work A does in one day. Hence find the fraction of the total work B does in one day. Hence find the total number of days it takes B to finish the job. Verify your answer. Complete step-by-step answer: A completes one job in 12 days. Hence the fraction of job completed by A in 1 day $=\dfrac{1}{12}$.