At what nominal rate, compounded monthly, would 12,000.00 have to be invested to amount to 21,811.13 in 6 years

What per annum nominal interest rate with interest compounded quarterly would be needed to achieve payments of $2,000 at the end of every quarter if the initial investment is $200,000?

If R197 is invested at 11% per annum (pa) compounded quarterly and after 3 months the interest rate changes to 9% per annum compounded monthly, what would the value of the investment be after 3 years?

What's the future value of an initial $100 after 3 years if it is invested in an account paying 10% annual interest and compounded annually? How about if the interest is compounded monthly, daily or hourly?

if the nominal rate is 11.5% per year compounded continuously, what is the equivalent effective rate of interest per bi month

If   ​$12,000 per quarter is invested in an account that earns a nominal annual interest rate of 12​% compounded​ monthly, how much money will be in the account at the end of  6 ​years?  The account will have $ ?

Suppose that $6,300 is invested at 3.1% annual interest rate, compounded monthly: How much money will be in the account in (A) 9 months? (B) 10 years?

suppose you have$13000 to invest. which of the two rates would yield the larger amount in one year: 11% compounded quarterly or 10.85% compounded continuously?

What is the present value of an investment in which the interest rate is 3.9% per year, compounded annually, with 6 regular withdrawals of $2500?

A series of equal quarterly payments of $5,000 for 10 years is equivalent to what future lump-sum amount at the end of 15 years at an interest rate of 6% compounded continuously?