Answer: Making a larger than required down payment on a given home will reduce the amount of the monthly payments.
Explanation: A down payment is an upfront payment that is made when purchasing a home, a vehicle, or any other asset.
The down payment is a percentage of the full purchase price. The money will generally come from personal savings, and most times, payment is made with a check, a credit card, or an through electronic means.
Larger down payments reduce monthly payments on installment loans. For instance, let us imagine a car is bought for $15,000. If a loan is taken for the $15,000 with a 3% interest rate and a four-year term, the monthly payments will be $332.
However, if a down payment of $3,000 is made, only $12,000 will need to be borrowed, and monthly payments will now fall to $266. That is a savings of $66 per month or $3,168 over the four year (48-month) life of the loan.
Answer:
Isabella gain = $7,500
Explanation:
given data
partnership = 20 %
Outside basis= $30,000
share of JDT debt liability = $15,000
Selling value = $22,500
solution
first we get here Net value of share that is express as
Net value of share = Value of share - Liabilities ..............1
put here value and we will get
Net value of share = $30,000 - $15,000
Net value of share = $15,000
and
Isabella gain = Selling value - Net value of share .............2
Isabella gain = $22,500 - $15,000
Isabella gain = $7,500
Answer:
No economic activity can happen without all three of them. However, different factors will be more or less important to different economic activities. For example, if one is engaged in subsistence farming, land is more important than the other factors. Labor and capital are important, but land is irreplaceable
Answer
The answer and procedures of the exercise are attached in the following archives.
Explanation
You will find the procedures, formulas or necessary explanations in the archive attached below. If you have any question ask and I will aclare your doubts kindly.
Answer:There u go
Explanation:
Perhaps you have heard of the miracle of compounding. Innumerable investors have used it to their advantage to make their money grow faster than would be the case with simple interest. The great thing about compounding is that it doesn't require additional work on your part: you just sit back and watch your money grow. How's that for an investment strategy?
There are two basic types of interest: simple and compound. Simple interest is the amount of interest earned on the original amount of money invested. Simple interest is paid out as it is earned and does not become part of an account's interest-bearing balance. The invested amount is called principal. Let's say you invest $100 (the principal) at a yearly interest rate of 5 percent. Multiplying the principal by the interest rate gives you an interest payment of $5. This is your simple interest. The next year and each year thereafter, you will be paid $5 of interest on the principal of $100.
Compound interest is interest paid on interest. At 5 percent interest compounded annually, you will have $105 after the first year. If you keep this investment for another year, you will be paid interest on your original $100 and on the $5 you made in interest the first year. The longer you invest your money, the higher your interest payments will grow, not only on your original amount but on the additional interest you earn each year. This is what makes compounding interest so powerful.
When credit unions speak of compounding, they refer to dividends rather than interest.
The longer an investment is allowed to compound interest, the faster your balance will grow and the higher your returns will be. In the case of compounding interest, time really is money. Let's say you invest $1,000 for five years, with an annual interest rate of 5 percent. The difference in your investment earnings from simple and compounded interest will look like this:
Comparison of Simple and Compound Interest