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mash [69]
3 years ago
7

In the equation of exchange, M x V = P x Q, the P represents ___________________.

Business
1 answer:
Bogdan [553]3 years ago
3 0

Answer:

P in the equation represents Price level

Explanation:

The equation above is referred to as the equation of exchange.

M = money supply, V= velocity of money, P= price level and Q= real output (real GDP)

P × Q gives the nominal GDP while M×V is the effective money supply.

The total value of goods and services available in the economy (represented by the nominal GDP) is equals to the total amount of money available to purchase them (the effective money supply.

The velocity of money is the rate at which money been is used or spent for transaction purposes in the economy. It is assumed to be constant.

For example, If there exist only a $1000 note in the economy, this amount just needs to be spent once to purchase a total nominal GDP of $1000. However, if there exist just one $500 note, then it means the $500 will need to be spent 2 times to purchase the total value of goods worth $1000. The 2 is the velocity of money

This equation is also used to explain the concept of the quantity theory of money.

The theory states that if an economy is operating at the full employment level, an increase in money supply will not impact the real GDP rather it will drive up the price level up. This idea forms the basis of the position of some economists that money supply drives inflation

The assumptions of the theory are as follows:

The velocity of money is constant

The the economy is at the full employment output. This implies that the economy is using all of its productive resources efficiently

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Answer:

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It is still an ordinary annuity question , however, the recurring payment(PMT) will be 15,000 as before but with an annual interest rate(I/Y) of 10%.  Using a financial calculator, key in the following inputs;

Total duration of investment; N = 10

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Interest rate ; I/Y = 10%

PV = 0

then compute Future value;  CPT FV = 239,061.369

Therefore, in 10 years, you will have saved $239,061.37 .

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