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worty [1.4K]
4 years ago
9

Shoe Box Stores is currently an all-equity firm with 25,000 shares of stock outstanding. Management is considering changing the

capital structure to 35 percent debt. The interest rate on the debt would be 8 percent. Ignore taxes. Jamie owns 600 shares of Shoe Box Stores stock that is priced at $22 a share. What should Jamie do if she prefers the all-equity structure but Shoe Box Stores adopts the new capital structure?
Business
1 answer:
notka56 [123]4 years ago
8 0

Answer: d. Sell 210 shares and loan out the proceeds at 8 percent

Explanation:

Because the Firm wants to use a Debt to Equity Capital structure instead of an All Equity structure, she can lend money out at the company interest rate to NEGATE the conversion.

She can do this by selling 35% of her portfolio and loaning it out at 8%

35 % of her Portfolio would be,

= 0.35 * 600

= 210 shares

So she can sell 210 shares and loan at the proceeds at 8% to offset the Company's conversion

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Answer:

The appropriate solution is:

(a) 2828 cases each time

(b) $4005656.85

(c) $3609800

Explanation:

The given values are:

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Per case cost,

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Carrying host,

H = 10 \ percent\times 20

  = $2

Ordering cost,

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(a)

The economic order quantity will be:

⇒ Q^*=\sqrt{(\frac{2DS}{H} )}

On substituting the values, we get

         =\sqrt{[\frac{(2\times 200000\times 40)}{2} ]}

         =\sqrt{\frac{16000000}{2} }

         =2828

(b)

According to the question,

The annual ordering cost will be:

=  (\frac{D}{Q^*}) S

=  (\frac{200000}{2828}) 40

=  2828.85 ($)

The annual carrying cost will be:

=  (\frac{Q^*}{2})H

=  (\frac{2828}{2} )2

=  2828 ($)

The annual purchase cost will be:

=  D\times C

=  200000\times 20

=  4000000 ($)

Now,

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(c)

According to the question,

Order quantity,

Q = 10000 cases

Per case cost,

C = $18

Carrying cost,

H = 10 \ percent\times 18

   = 1.8

The annual ordering cost will be:

=  (\frac{D}{Q} )S

=  (\frac{200000}{10000} )40

=  800 ($)

The annual carrying cost will be:

=  (\frac{Q}{2} )H

=  (\frac{10000}{2} )1.8

=  9000 ($)

The annual purchase cost will be:

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=  200000\times 18

=  3600000

Now,

The total cost of inventory will be:

=  800+9000+3600000

=  3609800 ($)

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AURORKA [14]

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3 0
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Answer:

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3 0
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Answer:

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