Answer:
Portfolio return = 7.3%
Explanation:
<em>The portfolio expected rate of return would be the weighted average expected rate of return</em>
Weighted average expected rate of return=
12%× (1000/(3500+1000) + (3,500/(1000+3500)× 6%= 0.073333333
Expected rate of return = 0.073333333
× 100 = 7.3%
Portfolio return = 7.3%
Answer:
Explanation:
The preparation of ta static budget report for the second quarter is shown below:
CROIX COMPANY
Sales Budget Report
For the Quarter Ended June 30, 2017
Second Quarter Year to date
Product Line Budget Actual Difference Budget Actual Difference
New Guitar $383,500 $387,400 $3,900 $700,200 $690,500 $9,700
Favorable Unfavorable
The year to date balances are computed below:
For Budget:
= $383,500 + $316,700
= $700,200
For Actual:
= $387,400 + $690,500
= 690,500
Answer:
D) $31.
Explanation:
The computation of the predetermined overhead rate is shown below:
Predetermined overhead rate = Estimated manufacturing overhead ÷ estimated direct labor hours
where,
Estimated manufacturing overhead is
= Salary of factory supervisor + Heating and lighting costs for factory + Depreciation on factory equipment
= $37,600 + $22,000 + $5,600
= $65,200
And, the direct labor hours is 2,100
So, the predetermined overhead rate is
= $65,200 ÷ 2,100
= $31
Answer:
$6,000
Explanation:
A deductible is the amount Conor has to pay before his medical bills and prescriptions start getting coverage from his insurance.
Step 1: 10,000 - 2,000 = 8,000
A co-pay is a fixed amount the insured has to pay for certain medical services.
Step 2: 20% of 8,000 or 0.20 times 8,000 = 1,600
Step 3: add $2,000 (the deductible you have to pay) and $1,600 (the co-pay)
Total amount that Conor will have to pay for the hospital: $3,600
Answer:
17%
Explanation:
This can be calculated using the Capital Asset Pricing Model which is given as under:
Required Return = Rf + Beta factor * (Market Risk Premium)
By putting the values, we have:
Required Return = 5% + 1.2 * 10% = 17%
Disney need to earn 17% return on investment to trigger a Lego investment.
