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tia_tia [17]
3 years ago
8

Swifty Corporation sells one product and uses a perpetual inventory system. The beginning inventory consisted of 79 units that c

ost $18 per unit. During the current month, the company purchased 485 units at $18 each. Sales during the month totaled 356 units for $43 each. What is the cost of goods sold using the LIFO method?
Business
1 answer:
olga55 [171]3 years ago
5 0

Answer:

Cost of goods sold  =  $6408

Explanation:

given data

beginning inventory = 79 units

cost = $18 per unit

purchased = 485 units

each cost =  $18

totaled = 356 units

Sales = $43 each

to find out

cost of goods sold using the LIFO method

solution

we get here Cost of goods sold using LIFO would be here

Cost of goods sold  = 356 units @ $18 per unit    .................1

Cost of goods sold  =  356 × $18

Cost of goods sold  =  $6408

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nika2105 [10]

Answer:

The first worker complete the job in 25 days himself

The second worker complete the job in 20 days himself

Explanation:

r1= rate of work done by first worker

r2=rate of work done by second worker

W= total work done

t days= time taken by the 1st worker to complete the job

r1(t)=W

r1=W/t (1)

Then the time taken by the 2nd worker to complete the job is t-5 days.

r2(t−5)=W

r2=W/(t−5) (2)

If 1st worker do the job for 1 hour and then both the worker do the job for 4 hours and 40% work is done, So

r1(1)+(r1+r2)(4)=4W/10

r1+4r1+4r2=4W/10

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Substitute equation 1 and 2 into (3)

5W/t+4{W/(t−5)}=4W/10

Multiply through by 10(t-5)

5/t+4/t−5=4/10

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50t−250+40t=4t^2−20t

4t^2−110t+250=0

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t=25 or t=2.5

2.5 can't be the answer because if we take 2.5 days in which 1st worker completes the work, then the second worker will complete the work in -2.5days which is wrong.

The first worker completes the job in 25 days by himself and the second worker completes the job in 20 days by himself.

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3 years ago
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Answer:

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<em></em>

<em>The call option is overvalued at $7 so sell the Call option and buy the Put option and the Stock and borrow $16.67 which is the present value of the Put. </em>

<em>The net gain will be:</em>

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