Answer:
The 1st one because I would want the product to be okay for me to use and not under pay for something that will harm me.
Explanation:
It is just plain facts!!!
Answer and Explanation:
The identification is as follows:
As we know that
M! money supply involved all the currecies that have physical existance i.e. notes, coins, demand deposits etc
While on the other hand, M2 involves M1 + near money i.e. mutual funds, checking deposits, money market etc
Since Susan has 2 year CD so it would be classified as a M2 money supply
Since larry withdraw from the bank so it would be included in M1 and M2
And, since raphael has $25,000 in money market so would be classified as a M2 money supply
The correct answer is installment credit. The explanation is below.
Installment credit allows you to purchase an item and then pay for it in installments. The reason that this would be the best option for you is that you do not have the money now to make the purchase, but you are able to make smaller monthly payments in order to purchase a computer.
Installment credit is better than revolving credit for new borrowers. Revolving credit would allow you to charge additional purchases on your revolving credit account. The installment plan only finances one item, rather than like a credit card, which is how revolving credit works. You would not choose non-installment credit because this would require you to make this payment all at once in a short period of time. It would not allow you to spread the payments out over time.
Based on the economic and financial analysis, the main reason for considering <u>nonconstant growth</u> in dividends is to allow for "<u>Supernormal</u>" growth rates over "<u>some finite length of time</u>."
This is because, in nonconstant growth, the growth rate cannot surpass the mandatory return indefinitely.
However, there is the probability that it could do so for some number of years.
Also, it should be noted that in this situation, the value of the stock equates to the present value of all the future dividends.
Hence, in this case, it is concluded that the correct answer is <u>supernormal</u> and <u>some finite length of time</u>.
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