Rs 84 in all.
0.9938% per month, when compounded is equivalent to 12.6% annually.
To find the rate percent per annum, we can use the formula for simple interest (SI): SI = (Principal × Rate × Time) / 100. Here, SI is Rs1680, Principal is Rs7000, and Time is 16 months (or 16/12 years = 4/3 years). Rearranging the formula to find Rate, we get Rate = (SI × 100) / (Principal × Time). Plugging in the values, Rate = (1680 × 100) / (7000 × 4/3) = 18%. Thus, the rate percent per annum is 18%.
(Amount of working capital/100)*12
We still need to know how often the interest is compounded ... Weekly ? Daily ? Hourly ? What does "continuous" mean ?
You already gave the simple interest - 9 percent. Rethink and ask your question again.
Assuming simple interest, you multiply the capital times the interest rate times the number of years.
30 years
P.C.P.A. stands for Percent Compounded Per Annum.
0.9938% per month, when compounded is equivalent to 12.6% annually.
multiply 13500 by .09
To calculate simple interest, use the formula: Interest = Principal × Rate × Time. For a loan of 8000 pounds at an interest rate of 11% per annum over seven years, the interest would be: 8000 × 0.11 × 7 = 6176 pounds. Therefore, the simple interest on the loan is 6176 pounds.
To find the rate percent per annum, we can use the formula for simple interest (SI): SI = (Principal × Rate × Time) / 100. Here, SI is Rs1680, Principal is Rs7000, and Time is 16 months (or 16/12 years = 4/3 years). Rearranging the formula to find Rate, we get Rate = (SI × 100) / (Principal × Time). Plugging in the values, Rate = (1680 × 100) / (7000 × 4/3) = 18%. Thus, the rate percent per annum is 18%.
(Amount of working capital/100)*12
To calculate the total amount after 10 years at a simple interest rate of 20% per annum, you need to consider that the interest is added to the principal each year. The sum will be multiplied by 1.2 (100% + 20%) each year for 10 years. Therefore, the sum will be multiplied 10 times over the course of 10 years.
We still need to know how often the interest is compounded ... Weekly ? Daily ? Hourly ? What does "continuous" mean ?
It is a fixed rate of simple interest.
If the interest is simple exact interest, the answer is 17.7/365 = 0.0485 daily percent interest, to the justified number of significant digits.