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White raven [17]
3 years ago
9

ordan Electronics currently produces the shipping containers it uses to deliver the electronics products it sells. The monthly c

ost of producing 9,200 containers follows. Unit-level materials $ 5,800 Unit-level labor 6,400 Unit-level overhead 3,900 Product-level costs* 9,600 Allocated facility-level costs 26,600 *One-third of these costs can be avoided by purchasing the containers. Russo Container Company has offered to sell comparable containers to Jordan for $2.80 each. Required Calculate the total relevant cost. Should Jordan continue to make the containers
Business
1 answer:
sasho [114]3 years ago
8 0

Answer:

1. $19,300

2. Yes

Explanation:

1. The computation of relevant cost is shown below:-

= Unit-level materials + Unit-level labor + Unit-level overhead + Product level cost

= $5,800 + $6,400 + $3,900 + $3,200

= $19,300

Working note:-

Product level cost = $9,600 ÷ 3

= $3,200

2. Yes, Therefore Production is lower than buying cost, hence it is better to continue production.

Purchase price =  9,200 × $2.80

= $25,760

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How many dollars does Johnson &amp; Johnson make every 20 seconds?
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Answer:

Johnson & Johnson make $51,433.28 every 20 seconds

Explanation:

<u><em>The complete question is</em></u>

I'm playing a riddle game thing and one of the questions is

"How many dollars does Johnson & Johnson make every 20 seconds?"

I found that they make 81.1 billion dollars yearly, but I have no clue how to get it to 20 seconds.

Remember that

1 year=365 days

1 day=24 hours

1 hour=60 minutes

1 minute=60 seconds

so

Convert year to seconds  

(365)(24)(60)(60)=31,536,000\ sec

1 billion=1,000 millions

1 billion=1*10^9

81.1 billion dollars=81.1*10^9 dollars

we have

81.1*10^{9} \frac{\$}{year}

Convert to $/sec

81.1*10^{9}\frac{\$}{year}=81.1*10^{9}/31,536,000=2,571.66\frac{\$}{sec}

Multiply by 20 sec

2,571.66(20)=\$51,433.28

therefore

Johnson & Johnson make $51,433.28 every 20 seconds

3 0
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