Answer:
The question is incomplete, I need more elements to answer.
Explanation:
Answer:
8.934%
Explanation:
r(m) = r(f) + [b × r(p)]
r(m) = expected return = 9.975%
r(f) = risk free rate = 2%
b = beta = 1.45
r(p) = risk premium
so,r(p) = (9.975 - 2) ÷ 1.45
= 5.5%
for portfolio,
r(m) = r(f) + (b1 × w1 + b2 × w2) × r(p)
b1 = 1.45, w1 = (5 ÷ 5.5), b2 = 1.25, w2 = (0.5 ÷ 5.5)
r(m) = 2 + [1.45 × (5/5.5) + 1.25 × (0.5/5.5)] + 5.5
= 2 + 1.32 + 0.114 + 5.5
= 8.934%
Answer:
In Tolan's 2014 income statement, the royalty revenue should be <u>$103,000.</u>
Explanation:
In Tolan's 2014 income statement the royalty revenue will be royalty for January to June received in September 2014, and for July to December 2014 in March 2015
In the year 2014 received in September 2014 = $98,500 which is for the period Jan to June 2014
Royalty = 15% of sales
Sales estimate for July to December 2014 = $30,000
Royalty = $30,000 X 15% = $4,500
Total royalty income for 2014 = $98,500 received + $4,500 to be received in 2015 Mar 15 = $103,000
In Tolan's 2014 income statement, the royalty revenue should be $103,000.
Answer:
£718,607
Explanation:
Annuities are investment opportunities that require an initial settlement and gives a series of returns of a fixed amount for a specific number of periods.
In simple terms, the question requires us to calculate the amount to be paid today (Present Value) of an annuity that pays £80,000 per year for the next 10 years.
To establish the [Present Value of the Annuity, the future Cash Flows must be discounted to the Present Value using the appropriate discount rate. In our case, we will use the annual effective interest rate of 2%.
Present Value = PMT × [ 1 - 1/(1+r)^n ÷ r ]
Where,
PMT = £80,000
n = 10
r = 2%
Therefore,
Present Value = £80,000 × [ 1 - 1 / (1.02) ^ 10 ÷ 0.02]
= £718,606.80 or £718,607
Conclusion :
She be willing to pay £718,607 today for the annuity.
Answer:
C) $88,000
Explanation:
period cost: cost which cannot be capitalize through inventory or other assets.
Under variable cost, the fixed cost are treated as period cost.
Fixed costs:
Fixed manufacturing overhead $ 60,000
Fixed selling and administrative expense $ 28,000
