A light-year is a unit of distance, and not a unit of time. That is like saying "School will be over in 3 kilometers!".
Answer:
The correct answer is letter "B": an underdeveloped infrastructure.
Explanation:
The worldwide market we live in today has allowed companies to <em>outsource </em>their activities to different countries in an attempt to lower production costs and avoid stiff regulations. However, there are many challenges firms have to deal with while starting businesses in foreign regions.
Depending on the industry of the company, sometimes the firms must invest in countries with underdeveloped infrastructure. It could imply building facilities, bridges, highways or any other infrastructure that will allow the company to conduct its operations normally.
Answer:
Student responses will vary, but should include: A young investor has years of earning power and can take greater risks because he/she has time to make-up for losses. An older investor needs more security and current income from their investments because they are using it to retire on or they need it to continually grow so that they can retire.
Explanation:
Answer:
option 4 is correct
cash flow is $12000
Explanation:
Given data
Sales = $200,000
Variable Costs = $120,000
Fixed Costs = $40,000
Depreciation Expense = $20,000
Tax Rate = 40%
to find out
operating cash flow
solution
we know cost = Variable Costs+ Fixed Costs
cost = $160,000
and
profit is = Sales - cost - expense
profit = $200,000 - $160000 - $20,000
profit = $20,000
and
tax expense = 40% of $20000
tax expense = 40% × $20000 = $8000
so
cash flow = profit - tax expense
cash flow = 20000 - 8000
cash flow = $12000
so option 4 is correct
cash flow is $12000
The probability of receiving a merit scholarship according to the scenario defined is 0.23
- Probability of Athletic scholarship, P(M) =?
- Probability of Athletic Scholarship, P(A) = 0.18
- Probability of receiving both, P(MnA) = 0.11
- Probability of receiving atleast one P(AuM) = 0.3
Recall :
- P(AuM) = P(A) + P(M) - P(AnM)
Substituting the values into the relation:
P(AuM) = P(A) + P(M) - P(AnM)
0.3 = 0.18 + P(M) - 0.11
0.3 - 0.18 + 0.11 = P(M)
P(M) = 0.23
Therefore, the probability of receiving a merit scholarship is 0.23
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