Answer:
The correct answer is E.
Explanation:
Giving the following information:
Yoga Center Inc. is considering a project that has the following cash flow.
Year 0= -1200
Year 1= 400
Year 2= 425
Year 3= 450
Year 4= 475
Cost of capital= 14%
To calculate the Net Present Value we need to use the following formula:
NPV= -Io + ∑[Cf/(1+i)^n]
Cf= cash flow
For example:
Year 3= 450/(1.14^3)
NPV= $62.88
Answer:
i) $21 billion
ii) $0
iii) $0
Explanation:
GIVEN DATA : ( two countries )
At the end of year 2
net exports = $20 billion for Japan
Interest earned from assets = $1 billion for Japan
i) The balances for the current account for Japan
export value + interest earned from assets
= $20 billion + $1 billion = $21 billion
ii) Financial account for Japan
Financial account for Japan will be zero because there is no increase or decrease in number of its assets within the given period
iii) capital account for Japan
Capital account of Japan will will have a zero balance. this is because Capital account is used to record foreign investments, local investment and the reserve account as well. and there was no investment captured within the given time that was made by Japan
The assessment ratio, which is used to convert the value of property to the assessed value, can also be considered <u>Equalization Rate</u>.
<h3>What is the equalization rate?</h3>
The equalization rate is the ratio of the total assessed value (AV) to a municipality's total market value (MV).
The equalization rate is a measurement of a municipality's level of assessment (LOA) by the state.
This implies that the municipality determines the AV while the state determines the MV.
Thus, the assessment ratio, which is used to convert the value of property to the assessed value, can also be considered <u>Equalization Rate</u>.
Learn more about the equalization rate at brainly.com/question/5428406
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Make money for the government
Answer:
(A) less
Explanation:
Given a positive inflation rate, the real value of the dollar will depreciate by the rate of inflation annually.
Thus, for a house that cost $100,000 today, given a 3% inflation rate, it would cost (100,000 * 1.03 = ) $103,000 after a year.
This means, $100,000 today will have the same value as $103,000 one year later.
Therefore, repayments, which will likely be a fixed sum every year, will have a lower purchasing power as the year progresses.
