Answer: financial inflow will reduce the United States interest rate.
Explanation:
The options include:
a. financial inflow will reduce the United States interest rate.
b. financial outflow will increase the Japanese interest rate.
c. The interest rate gap between the United States and Japan will be eliminated.
d. Loanable funds will be exported from the U.S. to Japan
e. the interest rate in the United States will equal theinterest rate in Japan.
Based on the information given in the question, the things that will occur include:
• financial outflow will increase the Japanese interest rate.
• The interest rate gap between the United States and Japan will be eliminated.
• Loanable funds will be exported from the U.S. to Japan
• the interest rate in the United States will equal the interest rate in Japan.
Therefore, option A is the correct option.
Answer:
The answer is: He needs the price of coffee to go down to convince him to buy more.
Explanation:
A demand curve (almost) always has a negative slope. As a product gets more expensive, the amount of people willing to buy that product decreases. So if the product gets cheaper, the more people are willing to purchase it.
The opposite happens with the supply curve, as the price of a product increases, the more companies are willing to sell that product.
Answer:
$140,420
Explanation:
The demand function is q = -720p + 20,500.
The price is $17
q = -720 ($17) + 20500 = 8260
The quantity sold is 8260
Revenue = price × quantity sold
= $17 × 8260 = $140,420
I believe the Moisturizing Black Soap Shampoo which is capable of both moisturizing and cleansing at the same time, had long been introduced in the industry. This product is currently in its maturity stage as many are still unaware of its existence. Thus, the need for further advertising.
Answer:
26 packages
Explanation:
Given that:
The demand D = 186 packages in a week
Standard deviation = 13packages
The lead time L = 1.5 weeks
Order quantity Q = 750 packages
The Confidence service Level = 0.95
At the service level (SL) if we find the P(Z) of the SL using Excel, we have:
P(Z) = NORMSINV(0.95)
P(Z) = 1.64
Thus;
the safety stock = Z × SD√L
= 1.64 \times 13 (1.224745)
= 1.64\times15.92
= 26.11156
≅ 26 packages
