The available options are:
A. I and III
B. I and IV
C. II and III
D. II and IV
Answer:
C. II and III
Explanation:
IO tranche which is an acronym for Interest Only tranche is defined as a form of tranche which earns interest only from a secured loan which is derived from Principal Only tranche.
However, Interest Only tranche is quite different from a typical bond, simply because when market interest rate increases the rate of prepayment decreases, which in turn makes the rate of maturity to be longer. Thereby when interest rates increase, prices increase, and vice versa.
Hence the true statements are:
II When interest rates rise, the price of the tranche rises
III When interest rates fall, the price of the tranche falls
Answer:
5.13%
Explanation:
Given:
Worth of investment today (PV) = $1,000
Investment worth after 6 years (FV) = $1,350
Time period of investment (nper) = 6 Years
It is required to compute annual return (RATE). This can be computed using spreadsheet function =RATE(nper,-PV,FV).
Substituting the values, we get =RATE(6,-1000,1350)
= 5.13%
Present value is negative as it is a cash outflow.
Therefore, annual return is computes as 5.13%.
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Answer:
Missing word <em>"a. What must the six-month risk-free rate be in Japan"</em>
<em />
a. Spot rate = 1 US $ = 1.2377 Aus.dollar
Forward rate = 1 US $ = 1.2356 Aus.dollar
<u>1.2356</u> = <u>(1 + i Ad)</u>
1.2377 (1 + 0.05)
0.9983 * (1.05) = 1 + i.Ad
1.048215 = 1 + i.Ad
i.Ad = 1.048215 - 1
i.Ad = 0.048215
i.Ad = 4.82%
b. Spot rate = 1 US $ = 100.3300 Japan Yen
Forward rate = 1 US $ = 100.0500 Japan Yen
<u>100.0500</u> = <u>(1 + i Ad)</u>
100.3300 (1 + 0.05)
0.9972 * (1.05) = 1 + i.Ad
1.04706 = 1 + i.Ad
i.Ad = 1.04706 - 1
i.Ad = 0.04706
i.Ad = 4.71%
Answer:
D. $1 comma 000 billion increase
Explanation:
The reserve requirement ratio determines the total amount of checkable deposits a bank must keep.
In this case the reserve ratio it's 5%, which means that the total amount of deposits cannot exceed an amount equal to 20 times its reserves.
If the reserves increase by $50 billion then $50/0,05 = 1.000 billion increase.
