Answer: Age and Gender.
Explanation:
All available options listed in the question can be used in demographic targeting when doing marketing but the two most important demographics normally considered when doing marketing are age and gender, because these two factors greatly influence how consumers make purchase.
<span>Price floors can have differing effects depending on other government policies. If the government agrees to purchase a specific maximum of unsold products at the price floor, it incentivizes a business to increase supply or at least to stay in the industry despite slow sales. Many governments do this for areas they see as strategically or politically significant, such as agriculture, or to prevent what they consider to be unfairly low prices of its products. If a foreign government sets a price floor for coffee beans, for example, and then agrees to buy the surplus up to a certain amount, it encourages growers to maintain their operations by placing an effective hedge against price fluctuations. If you own a small coffee shop, these price floors mean that you’re more likely to be able to find your imported beans, but you’ll pay more for them</span>
Answer: 4. unrealistic performance goals.
Explanation:
Unipeg Corporation has a standardized performance target across the globe which is high enough on its own without having to account for environmental constraints.
This is very unrealistic because different environments have different constraints that can either increase or decrease sales.
Say for instance Unipeg is engaged in the sale of trendy women clothing including mini skirts, sleeveless tops, crop tops etc but has a presence in Iran or Saudi Arabia. The sales there cannot be expected to match up to sales in Japan or Brazil for instance and to expect such is unrealistic.
Penalizing the Employees for these shortfalls has led to them falsifying data and that is down to the unrealistic nature of Unipeg's designs.
The equilibrium price is $0.5 while the equilibrium quantity is 8.5
From the Demand data that we have in this question,
Slope = 3
Intercept = 10
The demand equation
D = -3p + 10
D = 10 - 3p
The supply data
Slope = 5
Intercept = 6
Supply equation
S = 6 + 5p
D = S
This is because at equilibrium, <u>supply = demand</u>
Therefore,
10-3P = 6+5P
collect like terms
10-6 = 3p+5p
4 = 8p
Divide through by 8
Equilibrium price = $0.5
The equilibrium quantity
D = 10 - 3*0.5
= 10-1.5
= 8.5
Therefore from the calculation, the equilibrium price is $0.5 and the equilibrium quantity is 8.5
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