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Stells [14]
3 years ago
11

For banquets, meals are placed on plates using a "plating belt" that moves plates past staff who place food on each plate. If pl

ates are placed 2 ft apart, and you need to plate 1,800 meals in 1 hour, how fast must the belt speed be set to in feet per second?
a) 1 foot/second

b) 2.5 feet/second

c) 3.5 feet/second

d) 4 feet per second
Business
1 answer:
White raven [17]3 years ago
3 0
<h2>Answer : Option A) 1 foot/second</h2><h3>Explanation :</h3>

If we consider that the plates are placed 2 ft apart and there has to be 1800 meals that needs to be delivered in an hour.

so if we multiply 2 ft and 1800 meals that is delivered in 1 hour,we get 2 X 1800 = 3600 meals in an hour.

If we try to accommodate the plates at each ft then there will be 3600 meals delivered in 1 hour.

we know that 1 hour has 3600 seconds in it.

So, here the distance is 1 ft, and speed has to be determined time is 1 hour = 3600 seconds

3600 meals / 3600  seconds = 1 foot per second.

OR 1800 meals set at 2 ft apart in 3600 seconds will give the speed of the belt as 1 foot per second.

(1 ft = speed X 1 hour)

<h2>so, the speed also will be 1 foot per second. </h2>
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= $10,000                                                                   = $22,040

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Date                    Account Title                                    Debit                 Credit

June 30, Year 1 Depreciation                                     $10,000

                          Accumulated Depreciation                                       $10,000

Date                       Account Title                                   Debit                 Credit

June 30, Year 2     Depreciation                                 $22,040

                              Accumulated Depreciation                                  $22,040

Date                       Account Title                                   Debit                 Credit

June 30, Year 3     Depreciation                                 $9,800

                              Accumulated Depreciation                                  $9,800

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Direct labor ($39 per robot)                         830,700

Variable overhead ($5 per robot)                106,500

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Fixed overhead          195,000

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Direct labor ($39 per robot)                         830,700

Variable overhead ($5 per robot)                106,500

Allocated fixed overhead ($28 per robot) 600,000

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