The interest rate for a 7-month CD varies depending on the bank and current market conditions. It is typically higher than a regular savings account but lower than longer-term CDs. You can check with your bank or financial institution for the specific rate they offer for a 7-month CD.
No. A CD issued with a specified rate stands and the bank is liable to pay that interest, irrespective of whether the prevailing market interest rates are higher or lower. Remember it is a fixed rate, assuming the bank issued a CD to you at 7%, even if the market rates are only 6% the bank would give you 7%, similarly even if the market rates are 9% the bank would give you only 7%.
It would entirely depend on the type of deposit you make. For a regular CD or Fixed deposit interest rate is around 4% and taking 4% into account you will get 5384 pounds per week. You can calculate this using: Interest per year = p * n * r / 100 P - amount you deposit N - number of years R - rate of interest Interest per week = interest per year / 52
The quarterly interest rate with monthly compounding for an annual percentage rate of 7 is approximately 1.75.
7
i have to know the money and time
No. A CD issued with a specified rate stands and the bank is liable to pay that interest, irrespective of whether the prevailing market interest rates are higher or lower. Remember it is a fixed rate, assuming the bank issued a CD to you at 7%, even if the market rates are only 6% the bank would give you 7%, similarly even if the market rates are 9% the bank would give you only 7%.
The rate depends on how long you want the CD to last. A 30-day CD is at 0.25% annual percentage yield (APY) and a 7-year CD is at 2.96% APY.
It would entirely depend on the type of deposit you make. For a regular CD or Fixed deposit interest rate is around 4% and taking 4% into account you will get 5384 pounds per week. You can calculate this using: Interest per year = p * n * r / 100 P - amount you deposit N - number of years R - rate of interest Interest per week = interest per year / 52
The inflationary premium can be calculated by subtracting the real rate of interest from the nominal interest rate. In this case, if the money rate of interest is 10 percent and the real rate is 7 percent, the inflationary premium is 10% - 7% = 3%. Therefore, the inflationary premium is 3 percent.
The quarterly interest rate with monthly compounding for an annual percentage rate of 7 is approximately 1.75.
5.83$ === Solution Method: 1. "ordinary interest" = "simple interest" <-- which is the correct financial term to use. 2. 7% APR interest can be expressed in any increment that you wish, by dividing it by a specific period of time (e.g.: annually rate = .07/1, monthly rate = .07/12, weekly rate = .07/(365/7), daily rate = .07/365 3. In your case, you want to compute the interest for 2 month as follows: (.07/12) * 2 * 500$ = 5.83$ <-- this is the simple interest owed
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$724.50
i have to know the money and time
To calculate the simple interest, use the formula: Interest = Principal × Rate × Time. Here, the principal is 3050, the rate is 11.5% (or 0.115), and the time is 7 years. So, Interest = 3050 × 0.115 × 7 = 2,305.75. The simple interest on 3050 at 11.5 percent for 7 years is 2,305.75.
Devon has a lil dick
It depends on the payments made to the loan in those 2 months, but if we assume NO payments were made, and interest is calculated once per month, the total interest due would be $14.62 Calculation: * $1,250 x .07 = $87.50 -- (that's the interest per YEAR) * $87.50 / 12 = $7.29 -- (that's the interest per MONTH) * $7.29 + $1,250 = $1,257.29 -- (that's the new balance after one month) Do the same thing for month 2 and you will get a new balance of $1,264.62. Subtract the original loan and you get: $14.62