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LenKa [72]
3 years ago
7

Consider public policy aimed at smoking. Studies indicate that the price elasticity of demand for cigarettes is about 0.8.

Business
1 answer:
alexira [117]3 years ago
6 0

Answer and Explanation:

According to the scenario, computation of the given data are as follow:-

1). Price elasticity demand for cigarettes = 0.80

Government want to decrease smoking = 20% = 0.20

Require increase price rate = 0.20 ÷ 0.80 = 0.25 = 25%

Government Should Increase the Price by

= Current Cost of Cigarettes Pack × Require Increase Price Rate + Current Cost of Cigarettes Pack

= $5 × 25% + $5

= $1.25 + $5

= $6.25 a pack

2). If the government constantly increases the price of cigarettes, the impact on smoking will be higher in 1 year from now than in 3 months from now. It takes time to break a Smoking habit. And it takes people a long time to get out or reduce their smoking addiction.

3). According to the study, adolescents have a higher demand price elasticity than adults because adolescents have less income than adults, and they are more sensitive to price. If the price of cigarettes rises teenagers don't have enough funds to invest in their smoking habits because of their low savings and wages. Cigarette addiction in adults is more than youth addictions. And the demand for cigarettes among adults is difficult to reduce.

         

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You are comparing two annuities with equal present values. The applicable discount rate is 6.5 percent. One annuity will pay $2,
MAVERICK [17]

Answer:

the annual payment for the second annuity is $2,130 paid at end of every year

Explanation:

We have following information for 1st annuity:

Rate: 6.5%

Payment (PMT): -$2,000, paid at beginning of every year

Tenor (Nper): 20 years

We use excel to calculate the present value of annuity = PV(rate,Nper,PMT,,1)

=PV(6.5%,20,-2000,,1) = $23,469

Then we calculate the payment for 2nd annuity = PMT(rate,Nper,PV,,0)

=PMT(6.5%,20,23469,,0) = -$2,130

Download xlsx
4 0
3 years ago
Which of the following would be classified as a short-run decision? A restaurant's decision to increase the number of patrons it
podryga [215]

Answer:

A university's decision to add a new residence hall. A trucking firm's decision to move to a smaller facility.

Explanation:

Short run decision affects variable factor only. Adding a new facility is a long run decision. Hence a firm's decision to decrease the amount of electricity used in day-to-day operations by encouraging employees to adopt conservation strategies is a short run decision.

Hence, the correct answer would be:

A university's decision to add a new residence hall. A trucking firm's decision to move to a smaller facility.

4 0
3 years ago
On June 1, 2016, Skylark Enterprises, a calendar year LLC reporting as a sole proprietorship, acquired a retail store building f
fiasKO [112]

Answer:

Skylark Enterprises

The cost recovery is $___41,024___, and the adjusted basis for the building is $__358,976___

Explanation:

a) Data and Calculations:

Cost of retail store acquired = $500,000

Property acquisition date = June 1, 2016

Property disposal date = June 21, 2020

Length of use of property before disposal = 4 years and 21 days

Cost allocated to Land = $100,000

Cost allocated to Building = $400,000

Annual Depreciation expense = $10,256 ($400,000/39)

Cost recovery after 4 years = $41,024 ($10,256 * 4)

Adjusted basis for the building = $358,976 ($400,000 - $41,024)

b) The adjusted basis for the building is the cost of the building minus its accumulated depreciation for the number of years it has been in use.

4 0
3 years ago
Hello everyone! I'am new over here!<br>May I have some friends?<br>(Indian☺️)​
Ipatiy [6.2K]
This is an education app... thanks for the points tho lol
3 0
3 years ago
The stock of Business Adventures sells for $50 a share. Its likely dividend payout and end-of-year price depend on the state of
Delvig [45]

Answer:

Holding period return = 14.49%, Standard Deviation = 11.08 approx

Explanation:

Eco Scenario    Dividend     Stock Price  HPR    Prob     Expected HPR

Boom                         3                 60         26        0.33        8.58

Normal                       1.2               58        18.4       0.33       6.072

Recession                  0.75            49        (0.5)      0.33      <u> (0.165)</u>

              Expected HPR                                                       14.49%

<u>Calculation Of Standard Deviation</u>

                                      (A)                     (B)           (A) - (B)  

P_{1}          P_{0}       D_{1}       Given return   Exp return       d          p           p.d^{2}

60        50      3            26                     14.49         11.51       0.33      43.718    

58        50      1.2          18.4                   14.49         3.91       0.33      5.045

49        50      0.75      (0.5)                    14.49        14.99     0.33      <u> 74.15</u>

                                                                                         Total p.d^{2} =  122.91

wherein, d = deviation

               p = probability

               Standard Deviation = \sqrt{Total\ p.d^{2} }  = \sqrt{122.91} = 11.08  

<u></u>

<u>Working Note</u>:

Holding period return = \frac{P_{1}\ -\ P_{0} \ +\ D_{1}  }{P_{0} }

Boom = \frac{60\ -\ 50 \ +\ 3  }{50 }   = 26%

Similarly, for normal = \frac{58\ -\ 50 \ +\ 1.2  }{50 }  = 18.4%

Recession = \frac{49\ -\ 50 \ +\ 0.75  }{50}  = (0.5)%

figure in bracket indicates negative return

7 0
3 years ago
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