Writing number 55561230 555612300 write the number in expanded form
1 answer:
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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.
Answer:
TC = $1,700 + $20x
P = $20x - $1,700
x = 85
Explanation:
Develop a mathematical model for the total cost of producing x pairs of shoes.
The total cost of producing x pairs is given by the fixed cost of $1700 added to a variable cost of $20 per pair. For x pairs:
Let P indicate the total profit. Develop a mathematical model for the total profit realized from an order for x pairs of shoes.
Total profit is given by Revenue from sales minus total costs (found on the previous item). Revenue is $40 per pair. The profit function is:
How large must the shoe order be before O'Neill will break even?
The break-even point occurs when profit is zero:
The shoe order must be at least 85 pairs.