compounded

well, aside from corporate greed & turning people who uses this into loansharks?

Insulin resistance in the brain precedes and contributes to cognitive decline above and beyond other known causes of Alzheimer's disease, according to a new study by researchers from the Perelman School of Medicine at the University of Pennsylvania. Insulin is an important hormone in many bodily...

A money market account has 2.4% APR interest compounded monthly. How many years would it take an investment of $1000 to reach $5000?

I'm trying to solve a math problem that asks to to find the interest when it has been compounded continuously, although, the formula it gives me to solve it is not clear. It tells me to take the principle which is $60000 and multiply it by (italicized e) to the power of rate times interest which...

obtain a balance of $190000? I need to find the amount that has to be invested in 1, 10, 20, 30, 40, and 50 years for each to result in $190000 at the end of each amount of designated years, when it has a 7% interest rate that is compounded weekly

accumulate to $9424.66 in 5 years? ? Grade 12 advanced functions. Pls help

...account after 6 years? You invest $2800 at 6.9% interest compounded annually. How much is in the account after 6 years, assuming that you make no subsequent withdrawal or deposit?

would it's APY be ? In 6 years

...semiannually. If this sum amounted to? $1440.16 in the given time, what was the interest rate? (Round your answer to two decimal places.)

...semiannually. If this sum amounted to? $1440.16 in the given time, what was the interest rate? (Round your answer to two decimal places.)

continuously, and at the end...? If an amount of x dollars is invested at 3% interest compounded continuously, and at the end of 3 years the value of the investment is $2000, find x.

a savings accoutn where interest is co? account where interest is compounded continuously at 3/1% per year.

(They are all paid quarterly)? Please clarify!

This question from Hull's Options Futures and Other Derivatives text is really messing with my head. It's Example 4.2 on Pg. 78 of the 7th Edition. Goes like this: "Suppose that a lender quotes the interest rate on loans as 8% per annum with continuous compounding, and that interest is actually...

...continuously, how much money? will you have after 4 years? Assume you make no other deposits or withdrawls. A. $6,312.38 B. $11,821.07 C. $6,356.25 D. $5,024

My bank offers an "easy start" CD, which you continue adding money to on a monthly basis. The interest is compounded daily (it's .75%) and I would add a deposit of $800 to this CD at the beginning of every month, and this would continue for 3 years. I need a formula that will let me compound...

Which is a better deal? 6.5 compounded continuously for 7 years is a better investment than 7.5% compounded continuously for 5.5 years? Also, how much would need to be put into an account paying 8% compounded monthly in order to have $ 1000 in 5 years? Is 4.5% compounded monthly for 15 years...

A sum P0 is invested at 12% interest compounded monthly. How soon will it double ? (

I need a full explanation of this, folks! "What annual rate r compounded continuously is equivalent to a nominal rate of 6% compounded semiannually?" (hint: first show that r = 2 ln(1.03) where the hint come from?help!!

Suppose that $1400 is invested at an interest rate of 4% per year, compounded continuously. After how many years will the initial investment be doubled? Round your answer to two decimal places.