Considering buying a municipal bond with a 10-year life, a 1,000 par value. $1,000 face value (FP) Coupon payment is: 5% coupon rate 5%1000 = $50 (C) Bond call price: $960 (CP) n = 10 years.
As we are aware, the calculation yields to Caller ID YTC = C+(FP-CP)/n (FP+CP)/2 50+(1000-960)/10 (1000 +960)/2 = 0.0548 = 5.48% Face amount is $1000. A 5% coupon rate $50 = coupon interest 10 years is the maturity year. Call cost is $1050. Face value after discount = $960 Call date is two years. The yield to call (YTC) is determined using the formula; YTC = (CP -FP/n (CP + FP)/2)+ (CP + FP) Where; coupon interest Call price is CP.Face Value (FP) (market value) n is the number of years. Adding a replacement to the formula, we have their own YTC = (50 + (1050 -960)/2) + (1050 +960)/2
= (50 + 45) /1005
=95/1005
= 0.0945 * 100
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Answer:Your college debate squad.
Explanation:A Team is a group of people who are connected by a a goal or sets of goals. A team have some sets of guiding principles through which they regulate their activities and their relationships among themselves. Among the options listed, The college debate squared is the only option that qualifies as a team,since they are connected with the aim of handling the debate of the College.
Answer:
At $2 supply and demand are in equilibrium for 32 quantity
Explanation:
We have to solve for the linear equation first, and then calcualte the equilibrium price and quantity
Demand
Then we solve for h
Demand would be y = -4x +40
We repeat the process with supply
Supply is y = 6x + 20
Now we can solve for equilibrium price
-4x + 40 = 6x + 20
20 = 10x
x = 20/ 10 = 2 price
And quantity
6 x 2 + 20 = 32
-4x2 + 40 = 32
Capital resources. Unlike natural and human resources, capital resources are produced goods or wealth that is used for production of new goods and services to create wealth. Examples are tools and equipment, machines, buildings which provides support for businesses. It can also be financial or human capital.
The additional satisfaction received from consuming an additional unit of a good is called Marginal Utility.
Marginal Utility is the benefit or additional satisfaction received by the consumer with each subsequent unit or additional unit of a good or service. Marginal utility is inversely related to the number of units of goods or services he has already consumed. This means that with the consumption of each additional unit add the satisfaction, and hence the marginal utility of the consumer, decreases.
Due to this downward trend, there must come a point where the marginal utility to the consumer becomes zero. This is derived from the concept that the price of foods or services is determined by their utility.
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