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Oduvanchick [21]
3 years ago
5

The U.S. Treasury has Kleine Toymakers is introducing a new line of robotic toys, which it expects to grow their earnings at a m

uch faster rate than normal over the next three years. After paying a dividend of $2.00 last year, it does not expect to pay a dividend for the next three years. After that Kleine plans to pay a dividend of $4.00 in year 4 and then increase the dividend at a rate of 10 percent in years 5 and 6. What is the present value of the dividends to be paid out over the next six years if the required rate of return is 15 percent

Business
1 answer:
ivanzaharov [21]3 years ago
3 0

Answer:

The present  value of the dividends to be paid out over the next six years if the required rate of return is 15 percent is $6.57

Explanation:

Solution:

Given that

The present value =∑ ⁿ t=1 cf/ (1 +r)t

where cf= cash flow

r =the required rate of return

t = the number of years

Now

The present value will be:

cf₁/(1+r)^1 + cf₂/(1 +)^2 + cf₃/(1+r)3 + cf₄/(1 +r)^4) + cf₅/(1 +r)^5 + cf₆/(1+r)^6

Hence,

cf₁, cf₂ cf₃ = 0 as the firm does not expect to pay dividend in the next three years

Note: Kindly find an attached document of the part of the solution to this given question

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promotional expense 80,000

Explanation:

12,000,000 x 0.04 = 480,000 coupon

cost 1.5 - price 1 = 0.5 loss

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80,000 x 0.5 = 40,000 value of the coupon redeem

the accounting will work as follow:

toy car    160,000

   cash                   160,000

purchase of the toy car.

promotional expense 80,000

  premium liablity           80,000

we declare the expense associate with the coupon for the coupon of the period. That's because coupon from december may be redeem on january or other month, so we need to match now the expense associate with december magazines.

premium liablity    40,000

cash                      80,000

      toy car                          120,000

when we deliver the toy car their account decrease, we are receiving cash as well as decreasing the liablity, because less toys are expected to redeem in the future.

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