Answer and Explanation:
Classical Theory:
Classical theory states that the economy is free flowing and that there should be no outside intervention. It states that the prices and wages move up and down freely. During good times the prices and wages tend to increase and during bad times or recession the prices and wages are adjusted accordingly to downwards.
Another vital information pertaining to classical theory is that it states: economy is always at full employment level of output. Which means that the aggregate supply curve is vertical and this implies that the increase in aggregate demand or a decrease in aggregate demand will lead to increase or decrease respectively. However, the output will remain same in the economy when it comes to the classical approach.
Answer:
The government
Explanation:
In the command economy, the government makes all economic decisions in the country. The command economy is also known as the command centrally planned economy. A central authority, which is the government decides what products will be manufactured, and they will be distributed.
The government makes economic plans for the country that outlines the level of production. It allocates resources required for production as per the plans. The government though its different agencies, owns the factors of production.
Chill and do stuff that you like it can take your mind off of the things your stressing about.
Answer:
$836
Explanation:
market interest rate = 7%
in order to determine the current price of the bond we must add the present value of face value + coupon payments:
PV of face value = $1,000 / (1 + 7%)⁵ = $712.99
PV of coupon payments = $30 x 4.1002 (PV annuity factor, 7%, 5 periods) = $123.01
current market price = $712.99 + $123.01 = $836
Answer:
9.1%
Explanation:
To calculate the annual rate of return on this account you can use the following formula:
r = ( FV / PV )^1/n - 1, where
r= rate of return
FV= future value= 25,000
PV= present value= 450
n= number of periods of time= 46
r=(25,000/450)^(1/46)-1
r=55.56^0.0217-1
r=1.091-1
r=0.091 → 9.1%
According to this, the annual rate of return on this account was 9.1%.