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If you and your two employees groom dogs five days a week, seven hours a day, and fifty weeks a year, how many dogs would each of you need to groom each day? Is it realistic given it takes one hour to groom a dog?

Answer :

Final Answer:

If you and your two employees groomed dogs five days a week, seven hours a day, fifty weeks a year, each of you would need to groom approximately 2.86 dogs per day. Given that it takes one hour to groom a dog, this scenario is realistic.

Explanation:

To calculate the number of dogs each of you would need to groom per day, you can follow these steps:

1. Calculate the total hours available for grooming in a year:

5 days/week * 7 hours/day * 50 weeks/year = 1,750 hours/year

2. Divide the total available hours by the time it takes to groom one dog (1 hour):

1,750 hours/year / 1 hour/dog = 1,750 dogs/year

3. Divide the total number of dogs by the number of groomers (you and your two employees):

1,750 dogs/year / 3 groomers = 583.33 dogs/groomer/year

4. Since this number is calculated on a yearly basis, you can further divide it by the number of working days in a year (considering weekends and holidays):

583.33 dogs/groomer/year / 250 working days/year ≈ 2.33 dogs/groomer/day

So, each of you would need to groom approximately 2.86 dogs per day, which is realistic given that it takes one hour to groom a dog. This calculation considers a standard working schedule and doesn't take into account factors like breaks, dog breed, and other possible variables.

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