Answer:
Measuring economic indicators helps economist judge the overall conditions of a country's economy.
Explanation:
The D - equations for wireless phones: P = D (P,eA,eB)
- The S- equation for wireless phones: Q = S (P,eA,eB)
- The Exogenous variable A = Price
- The Exogenous variable B = Population growth rate
<h3>What is the equation about?</h3>
The demand and supply relationship is one that differs in a lot of ways and often shown using a graph. Note that the upward slope of the curve on a graph shows the law of demand and the demand for wireless phones is one that can be affected by the amount of new mobile phone subscribers, the average cost of buying the wireless phone, and others.
Hence, The D - equations for wireless phones: P = D (P,eA,eB)
- The S- equation for wireless phones: Q = S (P,eA,eB)
- The Exogenous variable A = Price
- The Exogenous variable B = Population growth rate
Learn more about Demand from
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D. Not have a downpayment.
Due to the nature of the mortgage.
Answer:
2.87%.
Explanation:
The total return, also refer to as Nominal return or Money return, is based on the nominal interest rate. For example, let's say that you deposited $100 into a bank account and the bank offers you an annual return of 11%. This 11% is the stated interest rate, it is known as nominal interest rate, and it is rate before taking into account the effect of inflation. When we deduct the effect of inflation from nominal rate, it gives us the real rate. Real rate reflects the Purchasing Power. The Fisher equation will be used to determine the expected inflation rate. The Fisher equation is as follows:
(1 + i ) = (1 + r) * (1 + h)
where
i = Nominal (Money) rate
r = Real rate
h = Inflation rate
Simply adjust the equation to calculate the inflation rate;
⇒ h = [(1 + i) / (1 + r)] - 1
OR h = [(1 + .11) / (1 + .079)] - 1 = 2.87%.
The correct answer is C. Codes
such laws are called codified laws. Statues are similar but on a smaller scale and apply only to those who participate, while executive orders are created by the president in times of trouble.
