Explanation:
Income Elasticity of Demand(IED)= Percentage change in quantity demanded/ Percentage change in income
-Percentage change in Q:
%Change in quantity demanded= (q2-q1/q1) = (10-8)/8= 0.25
-Percentage change in Income:
%Change in income= (i2-i1/i1) = (4,500-4,000)/4,000= 0.125
IED= 0.25/0.125= 2
This indicates that the Shaffers are very sensitive to changes in income when it comes to eating out. Which means that changes in income will change significantly the number of times they eat out.
2. Restaurant meals are normal goods, in this case, because when income rises, they ate more in restaurants, then the units consumed for this good increase too.
Answer:
The correct option is B
Explanation:
Inflation is the measure which is quantitative in nature as the rate at which the average level of price of the selected goods and services in the economy rises over the year or time period.
It is stated or expressed in terms of percentage, because it indicates or explains the decrease or fall in the purchasing power of currency of the nation.
So, if the inflation is higher than what is expected, then the creditors who invested their money, will receive lower rate of interest then they anticipated as their is decrease of fall in the currency of the nation.
Answer:
n = 160
p = 0.12
Explanation:
In a Binomial distribution two parameters are of great interest, n and p.
where n is the number of trials and p is the probability of success and (1 - p) is the probability of failure.
p = 12%
n = 160
Mean = E(X) = μ = n*p = 160*0.12 = 19.2
μ = 19.2
variance = σ² = np(1 - p) = 160*0.12(1 - 0.12) = 16.89
standard deviation = σ = √16.89 = 4.11
σ = 4.11
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Answer:
The answer is given below;
Explanation:
XYZ
Extracts from Balance Sheet
As at XXXXX
Current Liabilities
Current portion of long term loan *$25,000
Long Term Liabilities
Long Term Loan $25,000
As the 50% of the loan will be repaid in next year, therefore ($50,000/2) will be shown in current liabilities. The rest of the loan is shown as long term loan as it will be repaid after 12 months.