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Goryan [66]
3 years ago
6

What kind of bond is ca-br

Chemistry
1 answer:
Genrish500 [490]3 years ago
6 0

Answer: Ionic or electrovalent bond

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The "break-even" interest rate for year n that equates the return on an n-period zero-coupon bond to that of an n - 1 - period z
kozerog [31]

The "break-even" interest rate for year n that equates the return on an n-period zero-coupon bond to that of an n - 1 - period zero-coupon bond rolled over into a one-year bond in year n is defined as the forward rate.

A forward rate is a specified price agreed by all parties involved for the delivery of a good at a specific date in the future. The use of forward rates can be speculative if a buyer believes the future price of a good will be greater than the current forward rate. Alternatively, sellers use forward rates to mitigate the risk that the future price of a good materially decreases.

Regardless of the prevailing spot rate at the time the forward rate meets maturity, the agreed-upon contract is executed at the forward rate. For example, on January 1st, the spot rate of a case of iceberg lettuce is $50. The restaurant and the farmer agree to the delivery of 100 cases of iceberg lettuce on July 1st at a forward rate of $55 per case. On July 1st, even if the price per case has decreased to $45/case or increased to $65/case, the contract will proceed at $55/case.

To extract the forward rate, we need the zero-coupon yield curve.

We are trying to find the future interest rate {\displaystyle r_{1,2}}{\displaystyle r_{1,2}}  for time period  

{\displaystyle (t_{1},t_{2})}(t_1, t_2), {\displaystyle t_{1}}t_{1}  and  {\displaystyle t_{2}}t_{2}  expressed in years, given the rate  {\displaystyle r_{1}}r_{1}  for

time period  {\displaystyle (0,t_{1})}(0, t_1)  and rate {\displaystyle r_{2}}r_{2}  for time period {\displaystyle (0,t_{2})}(0, t_2).  To do this, we use the property that the proceeds from investing at rate  {\displaystyle r_{1}}r_{1} for

time period {\displaystyle (0,t_{1})}(0, t_1)  and then reinvesting those proceeds at rate

{\displaystyle r_{1,2}}{\displaystyle r_{1,2}}  for time period  {\displaystyle (t_{1},t_{2})}(t_1, t_2)  is equal to the proceeds from

investing at rate {\displaystyle r_{2}}r_{2} for time period {\displaystyle (0,t_{2})}(0, t_2).

Learn more about forward rate here : brainly.com/question/28016374

#SPJ4

6 0
2 years ago
Do molecules gain or lose energy in evaporation.
borishaifa [10]
<span>They gain energy. In condensation, a gas becomes a liquid when this energy is removed (the cooling process).</span>
8 0
3 years ago
1. How many molecules of NO3 are there in 12 moles of NO3?
9966 [12]

Answer:

7.22*10^24 molecules

Explanation:

Since one mole has 6.02*10^23 you'd multiply that number by 12

that equals 7.224*10^24 but you need sig figs

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