Answer: Money Supply Decrease of $50 million.
Explanation:
$40 million was deposited while $50 million was withdrawn.
The net change in the banking system would therefore be,
= 40 - 50
= -$10 million
($10 million ) means that more money left than came in.
The money supply can be calculated as the net change multiplied by the money multiplier.
The Money Multiplier is denoted as 1/reserve requirement.
Change in Money Supply is,
= -10 million * 1/20%
= -$50 million
Going by the negative number it means that Money Supply reduces by $50 million.
Answer:
Either you quit trying and lose $800 sunk, or you spend $800 for $1,600 total in which the Net from the sale of $1,000 would results in a loss of $600. That means it will be of good to lose $600 than $800.
Explanation:
Since $800 has been spent which means Spending up to an additional $1,000 is still reasonable, but a condition in which you know that the deal will definitely go through.
Secondly since you have already sunk $800, and you know that spending an additional $800 would guarantee it, you can do one among this two options which are either you stop trying and lose the $800 sunk, or you the spend $800 for $1,600($1,000+$600) total in which the Net from the sale of $1,000 would results in a loss of $600($1,000-$800=200,$800-$200=$600). That means it will be of good to lose $600 than $800.
Answer:
the number of units should be produced is 26,000 units
Explanation:
The computation of the number of units should be produced is as follows:
Units to be produced is
= Expected sales units + ending inventory units - beginning inventory units
= 23,000 units + 18,000 units - 15,000 units
= 26,000 units
Hence, the number of units should be produced is 26,000 units
This is a true fact, what is the question though?
<span>Because
of a difference in values from American consumers, Germans have not been overly
receptive to installment debt to purchase products and services and the use of
credit cards such as visa or Mastercard. The German Schuld
which means debt also means guilt.</span>
