Answer:
-5.95%
Explanation:
A = P(1+r)^n
A is the auction price at which the sculpture was sold = $10,331,500
P is the price the sculpture was purchased = $12,417,500
n is the time interval between the year of sales and year of purchase
10,331,500 = 12,417,500(1+r)^3
(1+r)^3 = 10,331,500/12,417,500
(1+r)^3 = 0.832
1+r = (0.832)^1/3
1+r = 0.9405
r = 0.9405 - 1 = -0.0595 = -5.95%
Answer:
d. $4,500
Explanation:
The computation of depreciation expense on the new equipment is shown below:-
For computing the depreciation expense on the new equipment first we need to find out the Depreciation per annum which is here below:-
Depreciation per annum = (Cost - Residual value) ÷ Life
= ($76,000 - $4,000) ÷ 8
= $72,000 ÷ 8
= $9,000
Depreciation for 1 year calendar (July 1 to Dec 31) = Depreciation per annum × 6 months ÷ Total number of months in a year
= $9,000 × 6 ÷ 12
= $4,500
So, the depreciation expenses for the year end up-to 31st Dec is $4,500
Answer: 1) CM / Sales = CM Ratio
CM = 306,000 - 238,680 = 67,320
CM Ratio = 67,320 / 306,000 = 0.22
2) CM Ratio x 2,500 = 550
Explanation:
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Answer:
correct option is B. about 30 years
Explanation:
given data
real per capita GDP west = $10,000
annual growth rate = 2.33%
real per capita GDP east = $2,500
annual growth rate = 7%
to find out
How many years will it take for East to catch up GDP of West
solution
we know here that future value is equal to real GDP of west after time will be
future value = real per capita GDP west × 
future value = 10000 ×
.....1
and
future value = real per capita GDP east × 
future value = 2500 ×
.....2
compare equation 1 and 2
10000 ×
= 2500 × 
4
= 
t = about 30 years
so correct option is B. about 30 years