Answer:
The 52 of its portfolio should be allocated to the zero-coupon bonds to immunie if there are no other assets funding the plan.
Explanation:
the duration of the perpetuity = (1+YTM)/YTM
= (1+0.04)/0.04
= 26 years
the weights of the bonds = w
5*w + 26*(1-w) = 15
5*w + 26 - 26*w = 15
21*w = 11
w = 0.52
Therefore, The 52 of its portfolio should be allocated to the zero-coupon bonds to immunie if there are no other assets funding the plan.
Answer:
1.- Without Retrospective effect
2.- No as it comes from a change in estimations not an accounting error.
3.- yes. It will give a full explanation about the reasons to extend the useful life.
4.- Depreciation expense for 2021: 60,000
Explanation:
1.- The change in the useful life does not represent an accounting error. It comes from the estimation process.
800,000 - 160,000 x 2 = 480,000 book value at beginning 2021
480,000 / 8 new useful life = 60,000 depreciation per year.
Answer:
Cash flow = $35
Explanation:
Cash flow= Payout ratio*net income-price of stock= 0.30*400-85=35
Answer:
Mark will have at the end of six years the amount of $25,865.74
Explanation:
According to the given data we have the following:
First investment = 2500
Investment increasing at rate of 10%
Interest rate = 13%
t=6 years
Present value is given by formula = C * [((1+g)^n/(1+i)^n) - 1 ] / (g-i)
C is first value = 2,500
g is increase in investment = 0.10
i is intrest rate = 0.13
n is no of years = 6
Putting values into the equation
P = 2500* [((1+ 0.10)^6/(1+0.13)^6) - 1 ] / (0.10-0.13) 1.771561 2.08195
P = 2500* [((1.10)^6/(1.13)^6) - 1 ] / (-0.03)
P = 2500* [0.8509142870866 - 1 ] / (-0.03)
P = 2500* (-0.14908571)/ (-0.03)
P = 2500* 4.9695236
P=$12,423.809
Future value = P*(1+i)^t
= $12,423.809 *(1+0.13)^6
= $25,865.74
Mark will have at the end of six years the amount of $25,865.74
Answer:
<em>(1) Specific information on why you want that job</em>
<em>(2) Your knowledge on that position</em>
<em>(3) Describe what you have to offer to the employer</em>
<em>(4) Your qualifications</em>
<em>(5) The position you're applying for</em>
