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:
d. maria would not have to pay anything.
Explanation:
In this scenario Maria did not form a contract with the man to cut her lawn and had not even met him before. So there is no contract formed voluntarily, neither is it an implied contract.
Maria was enriched in this process because she will benefit from the cutting of the lawn. She was however not unjustly enriched because the man was not unduly influenced to carry out the task.
Maria can however pay the man after the fact at her discretion.
Do you need help or are you telling?
Answer:
The amount to save now is = $862.03 (to 2 decimal places)
Explanation:
In order to solve this, we will compute the end-of-year amounts using the 5% increase each year. This is done as follows:
Year 1 ending = $200
Year 2:
Year 2 beginning price = $200
Note that 5% increase = 5/100 = 0.05
increase in year 2 = 5% of 200 = 0.05 × 200 = 10
Year 2 new price = 200 + 10 = $210
Year 3:
beginning price = $210
increase in year 3 = 0.05 × 210 = $10.5
Year 3 new price = 210 + 10.5 = $220.5
Year 4
beginning price = $220.5
interest in year 4 = 0.05 × 220.5 = 11.025
new price in year 4 = 220.5 + 11.025 = $231.525
Next to calculate the amount needed to pay for one travel ticket per year for the next four years, we will add the prices of the tickets each year as follows:
Total amounts needed = 200 +210 + 220.50 + 231.53 = $862.03
Answer:
a
Explanation:
they need a absolute certainty to search your house like what
