Answer:
W = $27.34
Explanation:
Given data:
Percentage Decline in average income is = 2%
CPI in 1990 1.30
CPI in 2000 is 1.69
Average nominal wage is 2000 is $35
Inflation rate is given as
Inflation rate = % Change in CPI
= (1.69 / 1.3) - 1
= 1.3 - 1 = 0.3 = 30%
Real wage = Nominal wage / Price level, hence
Percentage change in real wage = % Change in (nominal wage - inflation rate)
-2% = % Change in nominal wage - 30%
% Change in nominal wage = 28%
let nominal wage in 1990 is w
W\times 1.28% = $35
solving for W = $27.34
Answer:
The output growth rate is 3%.
Explanation:
Use the growth accounting equation as follow
ΔA% = ΔY% - αΔK% - βΔL%
Where
∆A = change in productivity = 2%
∆K = growth in capital =
∆L = growth in labor =
α = elasticity of capital = 0.2
β = elasticity of labor = 0.8
∆Y = change in output = ?
Placing values in the formula
2% = ΔY% - ( 0.2 x 1% ) – ( 0.8 x 1% )
2% = ΔY% - 1%
ΔY% = 2% + 1%
ΔY% = 3%
Hence, the output growth rate is 3%.
Answer:
The company's debt ratio at the end of the current year is 66%
Explanation:
For computing the debt ratio, we need to apply the formula which is shown below:
Debt ratio = (Total liabilities) ÷ (total assets) × 100
= ($182,200 ÷ $276,000) × 100
= 66%
The other information which are given in the question is of no use. That's why we do not consider it. Hence, ignored it.
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