Answer:
c. −$80.
Explanation:
The computation of the economic profit is shown below:
Economic profit = Total revenue - Cost of seeds - Earning foregone
where,
Total sales revenue is $300
Cost of seeds is $130
And, the earning foregone is
= 10 hours × $25
= $250
So, the economic profit is
= $300 - $130 - $250
= -$80
We simply applied the above formula to determine the economic profit
<span>Ocean Tuna is massively overfished even though there is already an abundant supply. The reason for this is that it cost less to harvest the fish than it does to maintain a stock of the fish. This answer however, is still debated by some experts who argue that this method is not healthy for our oceans.</span>
<span>1) failing to make a required interest payment on time. I chose this as the least significant because you can always make up a late payment and then its not really a huge deal. It could hurt your credit score but it is not a life or death situation.
2) defaulting on a principal payment on debt. This is a little worse because at this point you cant cant even pay the debt and now your falling a little worse into debt but you can still get out.
3) restructuring debt. This is worse because you already have obtained a lot of debt but you are getting the chance to restructure it to help pay it off you even though your in a bad spot you still have a chance to get out.
4) filing for bankruptcy. At this point you are bankrupt you really don't have a lot of options left and you are kind of at the point of no return unless you can get a hold of a lot of cash really fast.
5) liquidating a firm. At this point you have to sell all of your assets in order to pay of your debt. You will be left with nothing left you may even have to sell you house all your jewelry basically everything that you own that has some value that can be sold.</span>
Answer:
<u><em>C. Keep their expenses below their income</em></u>
Explanation:
Answer:
9 in Aynor and 31 in Spartanburg
Explanation:
we need to build the following:
A B C
units COST
Aynor 9 =93 + 80*B2 + POWER(B2;2)*7
Spartanburg 31 =147 + 20*B2 + POWER(B2;2)*3
=b2 + b3 = c2 + c3
We stablish that we want to minimize c3
changing cell b2 and b3
with the restriction that must be integer solution and b4 should equal 40
