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PIT_PIT [208]
2 years ago
8

How can business activity affect the government?

Business
1 answer:
algol132 years ago
8 0
Businesses often engage in a variety of tactics to influence government policy. This includes lobbying, political contributions, and interest group politics.
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You are analyzing Jillian’s Jewelry (JJ) stock for a possible purchase. JJ just paid a dividend of $1.50 yesterday. You expect t
disa [49]

Answer:

A. D1 = 1.50*1.06 = 1.59

D2 = 1.59*1.06 = 1.69

D3 = 1.69*1.06 = 1.79

B. PV of D1=(1.50*1.06)/1.13^1=1.41

PV of D2=(1.50*1.06^2)/1.13^2=1.32

PV of D3=(1.50*1.06^3)/1.13^3=1.24

PV of all dividend = (1.50*1.06)/1.13^1 + (1.5*1.06^2)/1.13^2 + (1.5*1.06^3)/1.13^3

PV of all dividend = 1.59/1.13 + 1.6854/1.2769 + 1.786524/1.442897

PV of all dividend = 1.407079646 + 1.319915 + 1.238150748

PV of all dividend = 3.965145814288893

PV of all dividend = 3.97

C. PV = 27.05/(1+13%)^3

PV = 27.05/(1.13)^3

PV = 27.05/1.442897

PV = 18.74701

PV = 18.75

D. The most you should pay for it :

= (1.50*1.06)/1.13^1+(1.5*1.06^2)/1.13^2+(1.5*1.06^3)/1.13^3+27.05/1.13^3

=22.71

E. Value = (1.50*1.06)/(13%-6%)

Value = 1.59 / 7%

Value = 1.59 / 0.07

Value = 22.714286

Value =22.71

F. No, the value is not dependent on the holding period, you can see from above that the value of infinite time period estimated in E equals to the value calculated when there was 3 years holding period.

5 0
3 years ago
​(Related to Checkpoint​ 5.2) ​(Future value) ​(Simple and compound​ interest) If you deposit ​$1 comma 000 today into an accoun
Anna35 [415]

Part A

Answer and its explanation:

Interest earned in the third year can be found from following two steps

Step 1 Use compounding formula for first two years, which is as under:

Future value = Present Value * (1+r)^n

Here n is the number of years the amount would be deposited for, which is 2 years duration. And r is the rate of return which is 8% here. So the future value in the year 2 will be:

Future value = $1000 * (1 + 0.08)^2 = $1166.4

Now the interest earned in the third year is:

Interest earned in the third year = $1166.4 * 8% = $93.312

Part B

Answer and its explanation:

The simple interest is the interest arising from the principal investment made in the year zero to date and this can be calculated as under:

Simple interest = Principal investment * rate of interest * number of years

Simple Interest = $1000 * 8% * 3years = $240

And the interest arising from the compounding of interest can be found by the difference of the Future value of the investment for three years and simple interest.

So,

Interest arising through compounding of interest = FV of investment in three years time - (Simple Interest + Principal investment)

Interest arising through compounding of interest = $1000*(1+0.08)^3 -$1240

= $19.712

6 0
3 years ago
A three-month HP put option with an exercise price of $60 sells for a premium of $8. The put is in the money only if the price o
Mkey [24]

Answer:

less than $60 per share

Explanation:

A put option is the money when the exercise price is greater than the asset price, thus the put has to be less than $60

3 0
3 years ago
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Suppose this monopolist can price discriminate across its customers and sets 2 prices in the market. Let P M represent the stand
Orlov [11]

Answer:

hello your question is incomplete attached below is the missing part

answer: Pd = 1658 , Qd = 42

Explanation:

The monopolist will choose a discount price of ( Pd ) = 1658 and sell 42 units of the good in the discount market

since the standard price is at $1800 and the Qm ( standard monopoly quantity) is at 200 for the Monopoly to be profitable the amount of good to be sold to customers with reservation prices greater than or equal to standard price should be greater than the good offered at discount price and also the discount price after using a coupon should be lower than the standard price (Pm)

5 0
3 years ago
SEND HELP 90 POINTS AND A CROWN
Bond [772]

Answer:

a. background check

Explanation:

thats what they do when they're looking into your history

3 0
3 years ago
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