Answer:
$5,346.98
Explanation:
Initial cash flow = 76,000
Discount rate = 5%
Suppose the C.F. in the 7th year is x which will flow till perpetuity
Present value of annual cash flow till perpetuity = Annual cash flow / Discount rate
PV at the 7th year = x/0.05
Discount factor = (1 + r)^n
Discount rate = 5%
Years D. factor Cash flows
0 0 76,000
1 0.952381 -
2 0.907029 -
3 0.863838 -
4 0.822702 -
5 0.783526 -
6 0.746215 -
7 0.710681 x/0.05
So, 76000 = 0.710681 *(x/0.05)
76000 / 0.710681 = x / 0.05
x = 76000 / 0.710681 * 0.05
x = 5346.98408990813
x = 5346.98
Hence, if the interest rate is 5%, $5346.98 will be received annually from the 7th year
Answer:
Use formula: (((F1^F2) - (F1*F2)) / ((F2-F1) + (F1*F2))) / % of hours
Explanation:
Answer:
D. Deflation
Explanation:
"Consumer Price Index" <em>(CPI)</em> measures the changes in the weighted average of prices of a market basket (consisting of consumer goods and services). It tells the<u> cost of living for every consumer. </u>
"Inflation" refers to the sustained increase of prices of goods and services while "deflation" refers to the sustained decrease of prices of goods and services.
In the situation above, the CPI is considered lower than before, thus <u>deflation</u> must have occurred during the second six-year period. It shows a <u>negative inflation rate.</u>
So, this explains the answer.
Answer:
The answer is: $3,289
Explanation:
<u>Date</u> <u>Units </u> <u>Unit price</u> <u>Inventory</u> <u>Average cost</u>
Purchases
Nov. 1 103 units $20 per unit $2,060 $20 per unit
Nov. 5 103 units $22 per unit $4,326 $21 per unit
Nov. 8 53 units $23 per unit $5,545 $21.41 per unit
<u>Nov. 19 30 units $25 per unit $6,295 $21.78 per unit</u>
TOTAL 289 units $21.78 per unit $6,295 $21.78 per unit
Sales
Nov. 16 -138 units $21.78 per unit $3,006 $21.78 per unit
Ending inventory
Nov. 30 151 units $21.78 per unit $3,289 $21.78 per unit
Answer:
E=-4.0746
Explanation:
Using the midpoint method, Lauren's income elasticity of demand for new outfits is determined by the change in income multiplied by the average number of outfits, divided by the change in the number of outfits multiplied by the average income:

Her income elasticity of demand for new outfits is -4.0746.