12.0 years will take for these bonds to mature.
What is a coupon in bonds?
The term "coupon," which is also sometimes referred to as "coupon payment," refers to the annual interest rate that is paid on a bond from the date of issuance until maturity. It is described as being a percentage of the bond's face value. When discussing coupons, the coupon rate is frequently employed.
How does coupon rate affect bond price?
The price of bonds is significantly influenced by the coupon rate on a bond in comparison to current market interest rates. Bond prices increase when a coupon is more than the current interest rate; prices decrease when a coupon is lower.
Learn more about coupon in bonds: brainly.com/question/22504216
#SPJ4
The correct anwser is B. its the only one that makes since
Answer: Higher; Comparative advantage
Explanation:
A country or a firm has a comparative advantage in producing a commodity if the opportunity cost of producing that commodity in terms of other commodities is lower than the other country or firm.
Opportunity cost is the benefit that is foregone for an individual by choosing one alternative over other alternatives available to him.
If the opportunity cost is lower for an individual then this will benefit him whereas if the opportunity cost is higher then this will not benefit the individuals.
Therefore,
United states's Opportunity cost of producing a pair of shoes = 
= 5 apples have to be foregone for producing a pair of shoes
Canada's Opportunity cost of producing a pair of shoes = 
= 2 apples have to be foregone for producing a pair of shoes
Hence, Canada has a comparative advantage in producing pairs of shoes because Canada's opportunity cost of producing a pair of shoes is lower than United states opportunity cost.
Answer: $3,704,040
Explanation:
The issue/ selling price of a bond is calculated by the formula:
= Present value of coupon payments + Present value of face value
The coupon payments will be an annuity and in cash terms are:
= 8% * 4,500,000
= $360,000
Selling price:
= (360,000 * Present value of an ordinary annuity factor, 11%, 10 periods) + (4,500,000 * Present value discount factor, 11%, 10 periods)
= (360,000 * 5.889) + (4,500,000 * 0.352)
= $3,704,040
Answer: 
Explanation: A supply equation shows us the mathematical relationship between quantity supplied and the price of the good. Since price and supply are positively related, P must carry a positive sign in the supply equation.
Given, supply is Qs=4P - 24
P is the price paid by consumers in the market.
When a $3 tax is levied , price sellers receive becomes P-T = P - 3
So, the new supply equation will be
