I believe the answer is: Bonds pay a specified amount at maturity.
The maturity date that set up within the bonds usually can take months. Within that months, the amount of money that investors give would lie dormant and cannot be allocated to something else. Because of this, until the bonds actually mature, it could be perceived as the bonds not generating any income.
Answer:
1. $5,250 billion.
2. $3,000 billion.
Explanation:
1. M1 = M2 - Savings deposits - Money market mutual funds - Small time deposits
M1 = $13,700 billion - $7,000 billion - $700 billion - $750 billion
M1 = $5,250 billion
Thus, M1 is $5,250 billion.
2. Currency in circulation = M1 - Checking deposits
Currency in circulation = $5,250 billion - $2,250 billion
Currency in circulation = $3,000 billion
Thus, the amount of currency in circulation is $3,000 billion.
The correct answer is utilitarianism. This is defined as an
ethical theory by which it states the best or most preferred action by which is
the one responsible or best for maximizing utility. In terms, it is defined as
a wellbeing of the sentient entities.
Answer:
organizational learning
Explanation:
Organizational learning -
It refers to the method of modifying and transferring new concepts or information , which improves the performance of the company , is referred to as organizational learning .
The method is very beneficial for the company , which includes the methods like increases in production , using innovative methods , betterment of the relation with the investors .
Hence , from the given information of the question ,
The correct term is organizational learning .
The Yield to call is 7.30%
Par value of Bond (FV) = $1,000
Annual Coupon (A) = 8%*1,000 = $80
Years until maturity = 8
Current YTM = 7.5%
We need to calculate the Current Price of Bond (PV)
PV = 80 * (P/A, 0.075, 7) + 1000 * (P/F, 0.075, 7)
PV = $1,026.48
Call Price = $1,010
Call Period = 3 years
Yield to call = ytc
1026.48 = 80* (P/A, ytc, 3) + 1010 * (P/F, ytc, 3)
Using the <em>trail and error </em>method,
Yield to call = 7.30%
In conclusion, the Yield to call is 7.30%
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