Answer:
Yield with 6-day maturity is 7.70%
Yield with 18-day maturity is 2.57%
Explanation:
The formula for yield on repurchase is given as:
y = ( PAR – P ) / P x (360 / t )
P=Purchase price
PAR=Repurchase price
t= number of days of the transaction
In first scenario,PAR is $39 million,P is $38.95 million and t=6
y=($39000000-38950000)/38950000*(360/6)
y=7.70%
In the second scenario,details remained the same except for t that is 18
y=($39000000-38950000)/38950000*(360/18)
y=2.57%
This implies the longer the maturity the lesser the yield since yield is computed on daily basis.
Answer
The answer and procedures of the exercise are attached in the following archives.
Step-by-step explanation:
You will find the procedures, formulas or necessary explanations in the archive attached below. If you have any question ask and I will aclare your doubts kindly.
Answer:
The major faults of measurement are:
- Coverage
- Measurement
- Sampling and
- Response
Explanation:
During business research, the data collected during the survey can become very unusable due to errors arising from the factors listed above.
The problem of coverage arises when for instance an electronic survey is used to collect data from a sample population where 69% for instance, do not have access to a mobile phone or a computer.
Measurement problems during a survey speak to the ability to properly design a questionnaire in such a way that it elicits the right kinds of responses. This means asking the right questions so that the responses or answers are accurate. The irony of measurement error is that one's survey is useless if they got the questionnaire design wrong, regardless of whether or not the response rate was very high.
After administering a survey and there is little or no response, one is said to have an error in response rate. A low response rate increases the error margin of the survey as well as it's unreliability.
Sampling errors are said to occur when the sample size is too small or statistically homogenous such that it does not accurately represent the entire population. When this happens it is termed <em>sample frame error.</em>
Another error can occur when the researcher includes the wrong population or excludes the right population. This is called <em>Error in Population Specification. </em>
Cheers
Answer:
Proofread for punctuation errors (it's a must!!), Jot down reasons that explain the bad news (I think), Organize your ideas (I think)
Explanation:
I think: Jotting down the reasoning helps/support the information (specifically) the bad news. Organizing your ideas helps to keep everything you write on track and ideas you want to mention always start from check-point A to check-point B and so forth.... (It's my thoughts of an answer)
