Answer:
We to invest <em> $ 17,213 per year to buy the car in seven years from now</em>
Explanation:
<u><em>First, we solve for the future value of the car:</em></u>
Principal 83,800.00
time 7.00
rate 0.10000
Amount 163,302.49
<u><em>Then, for the PTM to achieve tham amount in 7 years:</em></u>
FV 163,302
time 7
rate 0.1
<em>C $ 17,212.981 </em>
Answer:
A. 1 and 4 are true
Explanation:
Statement 1: When inflation goes up the market prices of goods increase and reduces buying power of customer. So, if you get $100 even after 5% inflation, you would get $95 worth good.
Statement 2: It is commonly known as, the higher the risk the higher the gain. So, risk premium and risk exhibited by security is directly related with each other.
Statement 3: Since, risk free rate is the compensation for time value of money, that is why it can’t make real risk-free rate negative because real risk rate is there, but inflation can go higher than risk free rate.
Statement 4: Maturity payment is paid to investors or savers after certain period of time along with principal amount.
Hence, A. 1 and 4 are true
Answer:
A. €1,244,212.10
Explanation:
Contract Size Country U.S. $ equiv. Currency per U.S. $
£ 10,000 Britain (pound) $ 1.9600 £ 0.5102 interest APR
12 months forward $ 2.0000 £ 0.5000 rates
€ 10,000 Euro $ 1.5600 € 0.6410 i$ = 1 %
12 months forward $ 1.6000 € 0.6250 i€ = 2 %
SFr. 10,000 Swiss franc $ 0.9200 SFr. 1.0870 i£ = 3 %
12 months forward $ 1.0000 SFr. 1.0000 iSFr. = 4 %
Answer:
B. Choose narrowed over broad keywords.
D. Use variations of keywords to broaden your results.
Explanation:
When performing a job search, you should employ the following tips in regard to the keywords you use;
Choose narrowed over broad keywords.
Use variations of keywords to broaden your results.
If a shopkeeper starts to sell the new football, their weekly margins would be:
300 x 40 = $12,000
However, the sales of the lower cost footballs will decrease by:
100 x 20 = $2,000 every week
Hence, the total margin we can generate by selling every week by selling the new footballs is:
12,000-2,000 = $10,000
This means the shopkeeper should actually start selling new footballs since their shop will become more profitable
