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zhannawk [14.2K]
3 years ago
15

Despite its drastic downsizing a decade ago under a federally funded bailout and bankruptcy​ restructuring, General Motors again

finds itself with too many U.S. factories that can turn out too many​ vehicles. GM's factory-utilization rate in North America averaged​ 95.1% over the past two​ years, below​ Ford's 111.9% and Toyota​ 's 101.4%.​ (Rates can exceed​ 100% when factories work a 3rd shift or schedule overtime work on​ weekends.) The auto industry often runs its factories​ dawn-till-dusk or even around the clock to boost their efficiency. ​Factory-utilization rates typically measure how much production capacity a plant uses based on a​ 16-hour workday. GM says its utilization rate is​ 100% on average when its​ round-the-clock truck and SUV lines are figured in with the relatively sleepy factories making​ cars. GM said it is working to​ "drive further​ improvements" in its plant​ utilization, including adding crossover SUVs to more factory lines. A plant in the Kansas City area that now makes only the Malibu is scheduled to begin assembling a small Cadillac SUV soon. But such a​ switch-over typically takes car makers several years of lead​ time, to order and install new​ assembly-line equipment and tooling.

Business
1 answer:
zalisa [80]3 years ago
6 0

Answer:

The question is actually missing (see attached image):

the answer is:

D. Less than that of its competitors.

Explanation:

Personally, I believe that GM is an extremely spoiled child that refuses to assume responsibility for its continuous and never ending mistakes. GM has either filed for bankruptcy or threatened to do so twice in the last 30 years or so, and every time the US government has to bail them out. But GM keeps doing things wrong.

It doesn't matter if you like their cars or not, GM is terribly managed. No other company in US history has received so much financial aid from the government and continued to lose money and work inefficiently. The problem is that whenever things go wrong, stockholders lose their money but the executives keep getting tens of millions of dollars. If a company is managed in such a disastrous way, their top management shouldn't get paid that much.

A car factory costs a lot of money, and not using it efficiently is outrageous considering GM's history. If they had never received a cent from the government, then its only their problem. But the government lost $11.2 billion on GM's last bailout. During the 1980s GM lobbied fro the government to impose import quotas on Japanese cars because they were better cars and GM couldn't compete against them. So whenever they do things wrong, big brother has to help them. During the last couple of years GM had to sell most of its foreign operations in order to get cash, and you generally do not make money by selling your assets.

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Lines AB and CD are parallel. If mN is 74°, then what is mY?
Inessa [10]

Answer:

If mN is 74° parallel the mY would be - 74° parallel to mN

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Ethan put $4000 in a 2-year CD paying 5% interest, compounded monthly. After 2 years, he withdrew all his money. What was the am
svp [43]

Answer:

The total amount was $4419.76

Explanation:

The 5% of $4000 is $200 so after a 2 year period added to the amount the original deposit of $4000 then A is the correct and closest equal amount.

7 0
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A negative balance of trade is called:
makkiz [27]

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i dunno

Explanation:

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4 0
3 years ago
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You are thinking of building a new machine that will save you $ 1 comma 000 in the first year. The machine will then begin to we
Lorico [155]

Answer:

Present Value= $14,285.71

Explanation:

Giving the following information:

You are thinking of building a new machine that will save you $1,000 in the first year.

The machine will then begin to wear out so that the savings decline at a rate of 2 % per year forever.

Interest rate= 5%

We need to use the formula of a perpetual annuity. Because of the wear out, we need to sum it to the interest rate the 2%

PV= Cf/(i-wear put)

PV= 1,000 / (0.05 + 0.02)= $14,285.71

6 0
3 years ago
A store offers two payment plans. under the installment plan, you pay 25% down and 25% of the purchase price in each of the next
Ann [662]

Answer

a-1 . The Present Value of the installment plan is $94.38.

We calculate the PV of $25 for each of the three following years with the following formula:

PV_{Annuity} = Constant Payment * PVIFA_{0.04,3}

where

PVIFA = Present Value interest factor of an annuity of $1 at 4% for 3 years.

PVIFA_{0.04,3} = 2.77509103

We can ascertain this in excel by using the syntax : =pv(0.04,3,-1).

In this syntax, 0.04 is the interest rate, 3 is number of periods and since the annuity is $1 we write 1. We need to put in -1 because otherwise, we'll get the answer as a negative number. This is because excel treats any Present Values as outflows, and records them as negative.

Substituting the values above in the preceding equation we get,

PV_{Annuity} = 25 * 2.77509103

PV_{Annuity} = 69.3772758

In order to find the Present Value of the installment plan, we need to add the down payment of $25. So,

PV_{instalment} = $25 + 69.3772758

PV of instalment = $94.38

a-2.  We get a 6% discount when we pay in full, so the purchase price of the product becomes:

Purchase price = 100 - (100*0.06)

Purchase price = $94 (100 - 6)

Since the purchase price of the pay in full plan is lesser than that of the installment plan, the pay in full plan is a better option.

b-1.  The Present Value of the installment plan is $90.75.

Since the first instalment falls due only after one year, we calculate the PV of $25 each of four years with the following formula:

PV_{Annuity} = Constant Payment * PVIFA_{0.04,4}

where

PVIFA = Present Value interest factor of an annuity of $1 at 4% for 4 years.

PVIFA_{0.04,4} = 3.62989522

We can ascertain this in excel by using the syntax : =pv(0.04,4,-1).

Substituting the values above in the preceding equation we get,

PV_{Annuity} = 25 * 3.62989522

PV_{Annuity} = 90.7473806

b-2. In this case, the PV of the <em><u>pay in full plan remains at $94</u></em> while that of the <em><u>instalment plan falls to $90.75</u></em>. <em>Since the PV of the Instalment plan is lower, we'll choose the instalment plan.</em>

6 0
3 years ago
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