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Soloha48 [4]
3 years ago
6

How much are you willing to pay for one share of LBM stock if the company just paid an annual dividend of $2.24, the dividends i

ncrease by 2.3 percent annually, and you require a return of 14.8 percent?
A. $19.29
B. $17.59
C. $18.21
D. $18.33
E. $19.33
Business
1 answer:
Licemer1 [7]3 years ago
7 0

Answer:

$18.33

Explanation:

The company just paid an annual dividend of $2.24

The dividend increase by 2.3% annually

= 2.3/100

= 0.023

The required return is 14.8%

= 14.8/100

= 0.148

Therefore the price that will be paid for one share of LBM stock can be calculated as follows

= 2.24 × (1+0.023)/(0.148-0.023)

= 2.24 × 1.023/0.125

= 2.29153/0.125

= $18.33

Hence $18.33 will be paid for one share of LBM stock

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Answer:Commission

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If the required reserve ratio is 20 percent and commercial bankers decide to hold additional excess reserves equal to 5 percent
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The effective monetary multiplier that will be used in the banking system given the data provided would be 4. A money multiplier is defined as the output of the reserve dollars the bank produces. To find the multiplier, just take into consideration the amount of deposit and the reserve ratio.
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Builder Products, Inc., uses the weighted-average method in its process costing system. It manufactures a caulking compound that
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Answer:

1.Total Equivalent Units   Materials    471,600  Conversion     464,400

2. Cost Per Equivalent Unit Materials $ 1.33  Conversion   $ 0.75

3. Cost of Ending Work In Process  $ 39528

4. Cost Of Units Transferred Out = $ 936,000

5. Cost Materials  $ 627 228 and Conversion $348,300

Explanation:

Builder Products, Inc.,

Weighted-Average Method

1. Equivalent Units

Particulars              Units       % of Completion       Equivalent Units

                                       Materials Conversion   Materials Conversion

Transferred Out    450000     100         100             450,000      450,000

<u>Ending WIP           36000        60          40                21,600          14,400  </u>

<u>Total Equivalent Units                                              471,600       464,400</u>

Transferred Out units are calculated by adding Opening Inventory and production started and subtracting ending inventory units.

Transferred Out units = Opening Inventory+ production started -ending inventory units

Transferred Out units =76,000 + 410,00 - 36000= 450000 units.

2. Cost Per Equivalent Units

                                                     Materials         Conversion

Cost Of Opening Inventory         117,900                 53600

Cost Added                                  613,080              294,700

Total Costs                                <u>  624,980               348,300</u>

Equivalent Units                         471,600                464,400

Cost per Equivalent Unit            624980/471600        348300/464400

                                                      $ 1.33                           $ 0.75

3. Cost of Ending Work In Process  $ 39528

Materials = 21600 * $ 1.33= $ 28728

Conversion = 14400 * $ 0.75=  $10800

We multiply the equivalent number of units with the cost per unit to find the cost.

4. Cost Of Units Transferred Out = $ 936,000

Materials = 450 000 * $ 1.33= $ 598,500

Conversion = 450000 * $ 0.75 =  $ 337,500

5. A Cost Reconciliation Report

                                      Materials              Conversion

Ending WIP                     $ 28728                  $10800

<u>Transferred Out                $ 598,500             $ 337,500</u>

<u>Total                                </u><em><u> 627 228**</u></em><u>                 348,300</u>

These calculated costs reconcile with the costs given in the above data.

                                                   Materials              Conversion

Cost Of Opening Inventory         117,900                 53600

<u>Cost Added                                  613,080              294,700</u>

Total Costs                                <u>  </u><em><u>624,980**  </u></em><u>             348,300</u>

The difference is in the cost of materials which is actually <u> </u><em><u>624,980** and we found it out to be </u></em><u> </u><em><u> 627 228**</u></em><u>  .</u> This is because we rounded the Cost per Equivalent Unit of material from $ 1.325 to $1.33

If we multiply 1.325 *  471,600  we get $ 624870 which is almost the same.

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