Y = original value • growth ^(time/period of growth)
30000000000000 = 15000000000000 • (1+0.02)^(x/1)
Divide both sides by 15 trillion
2 = (1.02)^(x)
take logarithm of both sides
log2 = log1.02^x
Bring x down using log law
log2 = xlog1.02
Divide both sides by log1.02
x = 35
35 years
Answer:
You pay your neighbor $400 to cut the tree down.
Explanation:
You pay your neighbor $400 to cut the tree down.
The amount paid to the neighbor is to be more than the value of the tree as your neighbour values and this will satisfy as per the Coase Theorem which states that amount paid for the damage caused due to negative externality should be more than the value that the person attaches to production of externality.Also, it is to be lower than the cost which the person has to bear because of mango production and thus as a result both gain $100 in the process.
Answer:
The delegation is not effective and valid since the original contract was based on personal skills and it involves personal services.
Katherine's personal expertise is required to write the chapter and Dana does not necessarily possess the same expertise or skills as Katherine does.
Epa rules require capture of 80% of the refrigerant from a small appliance sealed system with a non-operating compressor if technicians are using: <span>Self-contained (active) process. </span>This requirement makes it easier for the technicians to install a safe and environmentally friendly product for the customer and speed up the time of the procedure.
Answer:
The balance in the account = $851.8
Explanation:
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
.
This implies compounding the initial amount invested ($300) at the given interest rate(11%) for 10 years.This will be done as follows:
<em />
FV = PV × (1+r)^(n)
FV-Future value
r- rate of return per period
n- Number of period
PV - 300
r-11%
DATA
FV- ?
PV - 300
n- 10
FV= 300 × 1.11^10 = 851.83
The balance in the account = $851.8
