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Artist 52 [7]
3 years ago
10

A well-established cosmetics company decides to launch a chain of beauty salons across the country. in order to attract a large

clientele, these salons will offer premium beauty services and membership benefits. in the context of strategy formulation, this launch is an example of:
Business
2 answers:
yanalaym [24]3 years ago
4 0

<span> A well-established cosmetics company decides to launch a chain of beauty salons across the country. in order to attract a large clientele, these salons will offer premium beauty services and membership benefits. in the context of strategy formulation, this launch is an example of: demographic segmentation. In this example, the company that is already well-established is hoping to branch out to high end clients that would like to receive added pampering benefits by being members of upscale beauty salons. Though they are launching the salons throughout the country, they are marketing towards demographics that will fit the market of what type of client base they are looking for. </span>
Alja [10]3 years ago
3 0
I hope this would help...

If the company decided to offer services and benefits that doesn't focus with any specific target, there is no segmentation. This is known as u<span>ndifferentiated strategy, They tried to ignore specific target and try to appeal to the whole market. That's why for some, they call it mass marketing.

Companies use this strategy so their message will reach the largest number of consumers. This is actually a good strategy as it don't limit target audiences.</span>
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Hi! I don’t know what any of this means but I just wanted to tell you that I hope you have an amazing day and god/allah/etc bless you :)
4 0
3 years ago
You are bullish on telecom stock. the current market price is $110 per share, and you have $22,000 of your own to invest. you bo
deff fn [24]

Answer:

9.4%

Explanation:

Initial investment=$22,000+$22,000=$44,000

number of shares bought=$44,000/$110(the investor paid $55 out of every $110)

number of shares bought=400

Increase in share in one year=$110*8%=$8.80

loan interest on each share=$55*6.6%=$3.63

rate of return=(increase in share price-loan interest)/initial amount invested

rate of return=($8.80-$3.63)/$55

rate of return=9.4%

5 0
2 years ago
Data for Hugh’s Corporation is provided below. Hugh’s recently acquired some risky assets that caused its beta to increase by 30
I am Lyosha [343]

Answer:

The stock's new expected rate of return is 14%

Explanation:

Ke=Rf+beta(Mrp-Rf)

Ke is the cost of capital is 10.20%

Rf i the risk free rate which is unknown

beta is 1.00

(Mrp-Rf) is the market risk premium at 6%

10.20%=Rf+1.0(6%)

10.20%=Rf+6.0%

Rf=10.20-6.00%

Rf=4.20%

Beta for the risky asset is 1.00*130%=1.3

New risk rate is the old rate plus inflation rate of 2.00%

new risk free=4.2%+2%=6.2%

The expected return on the new asset is computed thus:

Ke=6.2%+1.3(6%)

Ke=6.2%+7.8%

Ke=14%

3 0
2 years ago
which type of classroom enables students to attend lectures without being physically present with the teacher
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An online classroom allows you to do it without physically being there
7 0
3 years ago
Read 2 more answers
Political forces that affect transportation businesses
bearhunter [10]

It is important to note that politics and the economy have effects on the transportation industry, as the industry is ever changing with new policies, regulations, or capacity issues.

Politicians and the policies they create dictate the US economy, effecting all industries. It is seen that the transportation industry saw effects because of the trade and tariff wars. The overall regulations depend largely on the economic and political outlook of the party in power.

For instance, a government that is inclined to pursue neo-liberal policies,  could pass more legislations favoring industries and big businesses, while a government inspired by socialism could push policies favoring small businesses.

Hence, the answer was given and explained above.

To learn more about politics and political party here:

brainly.com/question/12548909

#SPJ1

4 0
1 year ago
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