Answer:
Kindly check explanation
Explanation:
Excess reserve = (Actual reserve - required reserve)
Required reserve = reserve ratio × Checkable deposit
Required reserve = 0.25 × $400 billion
Required reserve = $100 billion
Excess reserve = $96 - $100 = - $4billion
B) money multiplier = 1/ required reserve ratio
1/0.25 = 4
Maxumum amount that can be Lent = 4 × 4 = $16 million
If reserve ratio = 15%
Required reserve = 0.15 × $400 billion = $60 billion
Excess reserve = $96 - $60 = $36 billion
Monetary multiplier = 1/ 0.15 = 6.667
Maximum amount of loan = 6.667 × 36 = $240 billion
If Joe has good morals he would stop and help the women. He could have the money taken out of his pay check to possible keep his job but if he does not stop and help the women he will have live with his decision for the rest of his life, the guilt would eat him alive. He can always get another job but we only have one life to live and if he could help save someone else, he should do that.
Answer:
Approach
Explanation:
The personal selling process is a term used in marketing that describes a seven-step operation, which includes the following stages: prospecting, pre-approach, approach, presentation, meeting objections, closing the sale, and follow-up. All the stages deal with issues of sales and marketing solutions.
However, the Approach stage is defined as the preliminary meeting between the salesperson and the prospective customer, whereby the salesperson gets to know the potential customer in a very short period of time. This includes how to greet in accordance with the customs and norms of the potential customer.
Hence, in this case, the correct answer is APPROACH
Answer:
$6 per game
Explanation:
The probability of getting a head on a toss is given as 0.5 for a fair coin.
Therefore the expected number of times that the coin would be tossed to get the first head would be given as the expected value of the geometric distribution with parameter of p = 0.5. therefore the expected value here would be 1/0.5 = 2
Therefore, we expect to get 22 = 4 dollars but we paid initially $10, therefore in long run we expect to lose $6 per game.
