Answer:
10.60%
Explanation:
First, we calcualte the returns and then solve for the rate like a normal compounding:
<u>returns:</u>
annual coupon payment. 1,000 face value x $ 13.68 = $ 136.80
sales price: 913.73
<u>total:</u> 136.8 x 6 + 913.73 = 820.80 + 913.73 =
<em />
<u>cost: </u> 947.68
to record the effective rate of return:
![\sqrt[6]{\frac{1,734.5}{947.68}} -1 = r_e](https://tex.z-dn.net/?f=%5Csqrt%5B6%5D%7B%5Cfrac%7B1%2C734.5%7D%7B947.68%7D%7D%20-1%20%3D%20r_e)
<u>effective rate of return:</u> 0.105992287 = 10.60%
Option D
This procedure is most similar to: reinforcer sampling.
<h3><u>
Explanation: </u></h3>
A method that permits an individual to get in association with a potential reinforcer to encounter the concrete aspects of the stimulus. The method helps develop new reinforcing outcomes for a given individual.
Reinforcer sampling includes composing freely accessible a piece of a potential reinforcer to improve the probability that the importance and power of the reinforcer will be maximized when it is performed available contingently. Reinforcer assessment transfers to the observation-driven or interview-based analysis of the relevant power of stimuli.
since he has to pay it 2 times a year, it should be divided by 6. so 84/6=14
Answer: C. $14
