Difference between beginning and ending CoG: 20,000-10,000 = 10,000
Difference + sold:
10,000 + 40,000 = 50,000
Answer: $50,000
Answer:
It will take approximately 55 years
Explanation:
<em>The future value of a lump sum is the amount expected at a future date when a sum of money is invested today at a particular rate of interest for certain number of years</em>
FV = PV × (1+r)^(n)
FV= 50,000, PV = 4,000, n-?, r- 5%
50,000 = 4,000 × (1.05)^n
divide both sides by 4000
12.5 = 1.05^n
n= log 12.5/log 1.05
n = 51.8
The number of years = 51.8 + 3 years
=54.767
Approximately 55 years
It will take 55 years
Answer:
$147,500
Explanation:
Computation of Napa's dividends-received deduction
Napa is said to holds less than 20% stock interest in KLP Inc which means that the dividends received deduction in the case of dividends received from KLP would be 50%.
And in case of dividends received from Gamma, the dividends received deduction would be 100% reason been that KLP holds more than 80% of the stock interest in Gamma.
Hence:
Napa’s dividends-received deduction will be:
= ($55,000 x 50%) + $120,000
=$27,500 +$120,000
= $147,500
Therefore Napa's dividends-received deduction will be $147,500
Answer: Optimization of resource allocation
Explanation: Macroeconomics, in simple words, refers to the study of economy as whole. It focuses on factors, the impact of which is high on economy such as interest rates and national productivity.
One of many concerns that macroeconomics deals with is optimization of resource allocation, which means using resources in that sector which gives the best results and maximum profit to the economy.
Answer:

Explanation:
Given:
Total population after time (P) = 100% + 50% = 1 + 0.5 = 1.5
Starting population (p) = 100% = 1
Number of year (t) = 4 year
rate of growth = r
Computation:
Exponential growth function for population :
P =
1.5 = 
1.5 = 
From taking log:
4r = ln(1.5)
