Answer:
Total sum at te end of 6 years=$ 73,138.97
Explanation:
<em>The total sum in Lee's account at the end of year would be determined as follows:</em>
FV= A × (1+r)^n
FV- Future sum?,
A- deposit amount ,
r- interest rate - 9%/2 = 4.5% per 6 months
n- number of years is 6
First deposit for 6 years
FV = 15,000× 1.045^(2×6)
= $25,438.22
Last 40,000 for 2 years
FV = 40,000 1.045^(2×2)
=47,700.74403
Total sum at the end of 6 years
= $25,438.22 + $47,700.74
=$ 73,138.97
I bought an apartment with my boyfriend last year because we had been dating for 4 years and he proposed. In order to prepare, we saved up our money, asked the bank for their opinion on the best coarse of action financially, and we tried to decide how much of our savings we should use without being irresponsible. (This is just an example. I am 15 and will be forever alone but yea this is what I would do anyways)
Answer:
c. value of all final goods and services produced within a country in a given period of time.
Explanation:
GDP is the value of all final goods and services produced within a country in a given period of time.
GDP = Consumption + Investment + Government Spending + Net Exports
GNP is the value of all final goods and services produced by the citizens of a country, regardless of where they are living, in a given period of time.
Answer:
Imagine that you have won $100 in the state lottery. You have a choice between spending the money on shopping now or putting it away in a
savings account for one year. You decide to spend the money now on shopping. Thus, you will lose the interest that you could have earned by
saving the money. The lost interest is the
<u><em> opportunity cost</em></u> cost of spending money now.
Explanation:
The opportunity cost is the price you pay for not choosing best second alternative when you make a decision. In this case the person has two options:
1. Spending the money
2. Save the money
Once the money is spending the opportunity costs is generated and it is measure by the interest rate lost for not keeping the money in a savings account that will generate an interest rate known as APY Annual Percentage Yield.
