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ki77a [65]
3 years ago
11

A communication channel that allows recipients to receive not only the words in the message but also to hear the tone of voice a

nd see the body language of the sender is said to be a
Business
1 answer:
NARA [144]3 years ago
4 0
<span>Media is indeed one of the most influencial communication channels today. Be it through the internet, TV, or radio, the information that the media releases can have a big impact to the entire public's opinions, mindset, and decisions. 

Thus, it's very important that the media stays truthful no matter what. Distortion of information could lead to unfavorable circumstances like misled public awareness or public ignorance. The existing quality of media we have today isn't perfect, and it takes everything to change it. </span>
You might be interested in
Mike Finley wishes to become a millionaire. His money market fund has a balance of $403,884 and has a guaranteed interest rate o
kipiarov [429]

Answer:

<u>Mike Finley</u>

t = 7.999983133 years rounded off to 8 years

<u>Sally Williams</u>

r = 0.110000123 or 11.0000123% rounded off to 11.00%

Explanation:

<u>Mike Finley</u>

To calculate the time period it will take Mike Finley to become a millionaire, we will use the formula of future value of cash flow. The formula for future value of cash flow is as follows,

Future value = Present value * (1+r)^t

Where,

  • r is the interest rate or rate of return
  • t is the time period in years

Plugging in the values for Future value, present value and r in the formula, we can calculate the t to be,

1000000 = 403884 * (1+0.12)^t

1000000 / 403884  =  1.12^t

2.475958444 = 1.12^t

Taking log on both sides.

ln(2.475958444) / ln(1.12)  =  t

t = 7.999983133 years rounded off to 8 years

<u>Sally Williams</u>

<u />

We will use the same formula for future value of cash flows as we used above to calculate the rate at which investment should be compounded annually to grow to $1 million.

1000000 = 209004 * (1+r)^15

1000000 / 209004 = (1+r)^15

4.784597424 = (1+r)^15

Taking root of 1 on both sides.

(4.784597424)^1/15  =  (1+r)^15 * 1/15

1.110000123  =  1+r

1.110000123 - 1 = r

r = 0.110000123 or 11.0000123% rounded off to 11.00%

7 0
3 years ago
The three types of companies that populate and compete in the global marketplace are (1) international firms; (2) multinational
Shtirlitz [24]

The three types of companies that populate and compete in the global marketplace are (1) international firms; (2) multinational firms; and (3) <u>transnational</u> firms.

<u>Explanation:</u>

An international corporation, also known as a global corporation, is derived from the generic word global, meaning worldwide. As an enhancement of the marketing strategy in their home country, a foreign company participates in trade and marketing in various countries and called as international firms.

A multinational company views the world uniquely as composed of unique parts and markets to each component. A transnational organization looks at the world as a single market and recognizes cultural connections across countries or common consumer needs, and seeks more than disparities.

4 0
3 years ago
One of the more important business applications of demand elasticity is the relationship between price and total revenue. For ea
user100 [1]

Answer:

Part 1.  inelastic.

Part 2. inelastic.

Part 3. inelastic.

Explanation:

When the coefficient of elasticity of demand is less than 1, demand is inelastic, when it is equal to 1, demand is unitary elastic, when it is greater than 1, demand is elastic, and when it is equal to zero demand is perfectly inelastic.

Part 1

Price Elasticity of demand =  (dQ/dP) x P/Q

  Where : dQ = Change in Quantity

               dP = Change in Price

                 P = Initial or Old price

                 Q = Initial of Old Quantity

               dQ = $35,000 - $40,000 = - $5,000

                dP = $10 - $8 = $2

                  P = $8  

                  Q = $40,000  

Price Elasticity of demand = (-$5,000/$2) * $8/ $40,000

                       = 2,500 * 1/5000 = -0.5

Disregard the minus sign,  since elasticity of demand is less than 1, demand is inelastic.

Part 2

Price Elasticity of demand =  (dQ/dP) x P/Q

                dQ = $1,800 - $2,000 = - $200

                dP = $50 - $40  = $10

                  P = $40

                  Q = $2,000  

Price Elasticity of demand = (-$200/$10) * $40/ $2,000

                       = 20 * 0.02 = -0.4

Disregard the minus sign,  since elasticity of demand is less than 1, demand is inelastic.

Part 3

Price Elasticity of demand =  (dQ/dP) x P/Q

                dQ = $120 - $150 = - $30

                dP = $5 - $4  = $1

                  P = $4

                  Q = $150

Price Elasticity of demand = (-$30/$1) * $4/ $150

                       = 30 * 2/75 = - 0.8

Disregard the minus sign  since elasticity of demand is less than 1, demand is inelastic.

5 0
3 years ago
What is likely to happen if the price of a product goes up?
sleet_krkn [62]
B because if the price goes higher then the supply’s are to decrease
7 0
3 years ago
Read 2 more answers
The required return for Williamson Heating's stock is 12%, and the stock sells for $40 per share. The firm just paid a dividend
olga_2 [115]

Answer:

E: 6.34

Explanation:

First we solve for the PV of the next years dividends using the lump sum PV formula:

\frac{Dividends}{(1 + rate)^{time} } = PV

rate = 12%

\left[\begin{array}{ccc}Year&dividends&PV\\1&1.3&1.1607\\2&1.69&1.3473\\3&2.197&1.5638\\4&2.8561&1.8151\\\end{array}\right]

Total of 5.8869

Then, this with the PV of the future dividends usign the gordon model should match 40 dollars.

so the PV of the indefinite sum of dividends should be: 40 - 5.8869 = 34.1131

\frac{Dividends_1}{return - growth} = Value

This is four years into the future thus, we discount as well for the rate of return We want ot knwo the value at the fourth year to solve for the grow rate:

34.1131 x 1.12^4 = 53.67762328

Now the formual for the gordon model requires next year dividends thus D0 x 1 + g and we don't know g so we have to operate to solve  it:

\frac{2.8561 \times (1+g)}{0.12-g} =53.67762328\\2.8561 + 2.8561g = 53.67762328 / (0.12 - g)\\g ( 1 + 2.8561/53.67762328) = 0.12 - \frac{2.8561}{53.67762328} \\g = 0.066791608 \div 1.053208392= 0.063417277

The correct answer would be E

4 1
3 years ago
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