Answer:
5.06%
Explanation:
Given that,
Working-age population = 400 million
Workers employed = 300 million
Workers unemployed = 16 million
workers are not available for work = 64 million
workers are available for work but are discouraged = 12 million
workers are available for work but are not currently seeking work due to transportation = 8 million
Total labor force = Workers employed + Workers unemployed
= 300 million + 16 million
= 316 million


= 5.06%
Answer:
net sales: 638,000
Explanation:
Accounting works on accrual basis. We must match the transaction with the period they occur. The year-end adjustment are done to reflect the discount, return and allowance forthe current year sales so; we must include thme in the calculation for this year. If not, then we will be charging next year sales with discount on sales of the previous year.
salesrevenue : 750,000
discount (20,000 + 2,000) (22,000)
allowance (30,000 + 4,000) (34,000)
returns (50,000 + 6,000) (56,000)
net sales: 638,000
Answer: hello your question has some missing information below is the missing information
An economy is initially described by the following equations:
C = 80 + 0.8(Y – T)
I = 120 –5r
M/P = Y – 25r
G = 100
T = 100
M = 2,700
P = 3
answer :
equilibrium interest rate ( r ) = 5.6%
equilibrium level of income = 1040
Explanation:
<u>a) New equilibrium interest rate </u>
T = 100 - 20/100 ( 100 ) = 80
Y = C + I + G
= 80 + 0.8( y - 80 ) + 120 - 5r + 100
= 236 + 0.8y - 5r
y = 1180 - 25r ------ ( 1 )
M/P = Y - 25r = 2700 / 3
y = 900 + 25r ------- ( 2 )
equate; equation ( 1 ) and equation ( 2 )
1180 - 25r = 900 + 25r
∴ r = 5.6%
<u>b) Equilibrium level of Income </u>
To determine Equilibrium level of income we will use equation2
Y = 900 + 25(5.6) = 1040
Answer:
The price you should be willing to pay for this stock= $24.86
Explanation:
To estimate the stock will be worth $50 per share 5 years from now and you require a 15% rate of return for stock investments of this type . Therefore 50= xX1.15^5 by solving this equation we have x= 24.86 . The price you should be willing to pay for this stock= $24.86