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lutik1710 [3]
2 years ago
12

Lego is considering an investment in Disney corporation. The risk free rate is 5% and the Beta for Disney is 1.2. Lego requires

a market premium of 10%. What percent return does Disney need to earn to trigger a Lego investment?
Business
2 answers:
Lelechka [254]2 years ago
7 0

Answer:

⇒ 17%

Explanation:

To compute the require rate of return, we use the Capital Assets Pricing (CAPM) Model:

CAPM = Risk Free Rate + Beta (Market Risk Premium)

CAPM = Rf + β (Rm)

CAPM = 5% + 1.2(10%)

CAPM = 5% + 12%

CAPM = 17%

disa [49]2 years ago
5 0

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.

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2 years ago
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The $1,000 par value bonds of uptown tours have a coupon rate of 6.5 and a current price quote of 101.23. what is the current yi
Paul [167]

Hello, to get the current yield of the bond, determine first the<span> annual interest payment which is calculated as stated interest rate times the face value of the bond. In this question, the bond’s value is $1,000 and the stated interest rate is 6.5 percent, therefore, the annual interest payment is 65. Finally, the annual interest payment of 65 is divided by the current market price quote of 101.23 to get the current yield of 64.21%. Hope this helps.</span>

4 0
3 years ago
You own a portfolio that has a total value of $215,000 and it is invested in Stock D with a beta of .86 and Stock E with a beta
babunello [35]

Answer:  BP = BD(WD) + BE(WE)

                   1 = 0.86(1-WE) + 1.39WE

                   1 = 0.86-0.86WE + 1.39WE

                   1 = 0.86 + 0.53WE

                 -0.53WE = -0.14

                  0.53WE  = 0.14

                         WE   = 0.14/0.53

                         WE   = 0.2641509434

                         WD = 1 - WE

                         WD = 1 - 0.2641509434

                         WD = 0.7358490566

The dollar amount of investment in stock D = 0.7358490566 x $215,000

                                                                         = $158,207.54

Explanation: The beta of the portfolio is 1, which corresponds to the beta of the market. The beta of the portfolio equals beta of each stock multiplied by the percentage of fund invested in each stock(weight). The weight of stock D is equal to 1 - weight of stock E. Therefore, we need to make weight of stock E the subject of the formula by solving the problem mathematically and collecting the like terms. The weight of stock E is 0.2641509434. The weight of stock E will be subtracted from 1 so as to obtain the weight of stock D, which is 0.7358490566. The dollar amount of stock D equal to $215,000 multiplied by 0.7358490566, which is $158,207.54.

4 0
2 years ago
If _________ is constrained, we should __________ the staffing level to lower capacity.
Goryan [66]
 Capacity is constrained when demand exceeds supply and the flow rate is equal to process capacity. The capacity constraint<span> is a factor that prevents a business from achieving more output. </span><span>
If capacity is constrained, we should raise the staffing level to lower capacity.</span>
4 0
3 years ago
Gundy Company expects to produce 1,213,200 units of Product XX in 2020. Monthly production is expected to range from 80,000 to 1
fiasKO [112]

Answer:

Gundy Company

Flexible Budget Report for March 2020:

                                      Actual Budget   Flexible Budget   Variance

Direct materials                 $515,000        $485,000           $30,000  U

Direct labor                         670,000           679,000               9,000  F

Variable overhead           1,073,000         1,067,000               6,000  U

Actual fixed costs              679,000           679,000                       0  None

Total costs incurred    $2,937,000       $2,910,000           $27,000  U

Explanation:

a) Data and Calculations:

Expected production of Product XX in 2020 = 1,213,200 units

Monthly production range = 80,000 to 114,000 units

Budgeted variable manufacturing costs per unit are:

Direct materials      $5

Direct labor             $7

Overhead              $11

Total variable       $23

Fixed manufacturing costs per unit:

Depreciation are   $6

Supervision are     $1

Total fixed costs   $7

Total costs =       $30

March 2020 costs incurred for 97,000 units:

Direct materials        $515,000

Direct labor              $670,000

Variable overhead $1,073,000

Actual fixed costs      679,000

Total costs incurred $2,937,000

Flexible Budget Report for March 2020:

                                      Actual Budget   Flexible Budget   Variance

Direct materials                 $515,000        $485,000           $30,000  U

Direct labor                         670,000           679,000               9,000  F

Variable overhead           1,073,000         1,067,000               6,000  U

Actual fixed costs              679,000           679,000                       0  None

Total costs incurred    $2,937,000       $2,910,000           $27,000  U

4 0
2 years ago
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