Answer:
Explanation:
December 31, 2018 Amount. Interest Rate Total Interest expense $944,646 x 5.0% = $47,232.3 Cash. $870,000 x 5.5% = $47,850 of premium on bonds $618
June 30, 2019AmountInterest Rate
Total Interest expense $944,646 x 5.0% = $47,232.3
Cash$870,000 x 5.5% = $47,850
of premium on bonds $ 464 No Date General Journal Debit Credit 1 June 30, 2018 Cash 944,646 Bonds payable 870,000 Premium on bonds payable 74,646 December 31,2018 Interest expense 47,232.3 Premium on bonds payable 618 Cash 47,850 June 30, 2019 Interest expense 47,232.2 Premium on bonds payable 618 Cash 47,850 Record the issuance of the bond on June 30, 2018.Record the interest on December 31, 2018 (at the effective rate). Record the interest on June 30, 2019 (at the effective rate). Explanation 2. December 31, 2018 Interest expense (5% × $944,646) = $47,232.3 Cash (5.5% × $870,000) = $47,850 3.June 30, 2019Interest expense (5% × [$944,646 – $618]) = $47,201.4
Cash (5.5% × $870,000) = $47,850
Selling price per unit $120 $160
Variable costs per unit 40 90
Contribution margin per unit $80 $70
Machine hours to produce 1 unit 0.4 hours 1.0 hours
Maximum unit sales per month 600 units 200 units
The company presently operates the machine for a single eight-hour shift for 22 working days each month. Management is thinking about operating the machine for two shifts, which will increase its productivity by another eight hours per day for 22 days per month. This change would require $15,000 additional fixed costs per month. (Round hours per unit answers to 1 decimal place. Enter operating losses, if any, as negative values.)
Required:
a. Determine the contribution margin per machine hour that each product generates.
b. How many units of Product G and Product B should the company produce if it continues to operate with only one shift" How much total contribution margin does this mix produce each month?
c. If the company adds another shift, how many units of Product G and Product B should it produce? How much total contribution margin would this mix produce each month?
d.Suppose that the company determines that it can increase Product GIs maximum sales to 700 units per month by spending S 12,000 per month in marketing efforts. Should the company pursue this strategy and the double shift?
Answer and Explanation:
a. The computation of total contribution margin is shown below:-
Product G Product B
Contribution margin per unit a 80 70
Machine hours per unit b 0.4 1
Contribution margin per
machine hour a × b 200 70
b. The computation of total contribution margin is shown below:-
Product G Product B Total
Maximum number of units
to be sold 600 200
Hours required to produce
maximum units 240 200 440
c. The computation of units of Product G and Product B and total contribution margin is shown below:-
Product G Product B Total
Hours dedicated to the
production of each product 240 112 352
Units produced for most
profitable sales mix a 600 112
Contribution margin per unit b $80 $70
Total contribution
margin-two shifts a × b $48,000 $7,840 $55,840
Hours dedicated to the
production of each product 35,200
Difference $20,640
Change in fixed costs $15,000
Change in operating income(loss) $5,640
Therefore, the company add another shifts. So, Yes it will add another shift of the company because it it income.
4. The computation of company pursue this strategy and the double shift is shown below:-
Product G Product B Total
Hours dedicated to the
production of each product 280 72 352
Units produced for
most profitable sales mix 700 72
Contribution margin per unit 80 70
Total contribution margin 56,000 5,040 61,040
Contribution margin - two shifts
without marketing campaign 55,840
Change in contribution margin 5,200
Additional marketing costs $12,000
Change in fixed costs 15,000
Change in operating income(loss) -$21,800
The company pursue the marketing campaign, So, No because the change in operating income is in loss.
a. The contribution margin per machine hour for Product G is $200 per hour and for Product B is $70 per hour. b. If the company continues to operate with only one shift, it should produce 600 units of Product G and 200 units of Product B, generating a total contribution margin of $62,000 per month. c. If the company adds another shift, it should produce 440 units of Product G and 176 units of Product B, generating a total contribution margin of $100,400 per month.
a. The contribution margin per machine hour for Product G can be calculated by dividing the contribution margin per unit by the machine hours required to produce 1 unit. For Product G, the contribution margin per machine hour is $80 / 0.4 hours = $200 per hour. Similarly, the contribution margin per machine hour for Product B is $70 / 1.0 hours = $70 per hour.
b. If the company continues to operate with only one shift, it should produce as many units of Product G and Product B as possible within the maximum unit sales per month. From the given information, the company can produce and sell 600 units of Product G and 200 units of Product B. The total contribution margin for this mix would be (600 units x $80) + (200 units x $70) = $62,000 per month.
c. If the company adds another shift, they should produce as many units of Product G and Product B as possible within the new machine hours available. With the extra 8 hours per day for 22 days per month, the company will have an additional 8 hours x 22 days = 176 machine hours. Using this additional time and the machine hours required to produce 1 unit, the company can produce (176 hours / 0.4 hours) = 440 units of Product G and (176 hours / 1.0 hour) = 176 units of Product B. The total contribution margin for this mix would be (440 units x $200) + (176 units x $70) = $100,400 per month.
#SPJ12
Answer:
$20,790,000
Explanation:
Since the estimated total costs to complete had not change, the Construction is Process can be estimated as follows:
Construction in Process = Estimated total completion cost - Total costs of completion to date = $38,500,000 - $17,710,000 = $20,790,000
Answer:
d) 6.33
Explanation:
The computation of the expected dividend a year from now is shown below:
As we know that
Price of the stock = Expected dividend ÷ (Required rate of return - growth rate)
Expected dividend = Price of the stock × (Required rate of return - growth rate)
= $63.25 × (0.17 – 0.07)
= $6.325
hence, the correct option is d. $6.33
We simply applied the above formula so that the correct value could come
And, the same is to be considered
Answer:
The correct answer is option (D)
Explanation:
Solution
Given that:
The present value of equity factor for 5 years at 12% discount are = 3.60478
Then,
The present value of servicing costing = -$500 * 3.60478 = -$1802.39
Thus,
The present value of cost to buy =- $18000
The total Present value = -18000 + 1802.39 = -$19802.39
So,
The equivalent annual annuity = total Present value / present value of equity factor
= -$19802.39 / 3.60478
= -$5493.37
Therefore, the equivalent annual annuity of this deal is -$5493.37
Answer:
A. 40
Explanation:
Calculation for what was the labor productivity, in chairs per worker per day
Using this formula
Labor productivity per day =Company Per day output/ Number of labor
Let plug in the formula
Labor productivity per day= 1600/8 days×5 workers
Labor productivity per day=1,600/40
Labor productivity per day= 40
Therefore the Labor productivity per day will be 40