It is 52936.72
750 invested for 10 years at 10% pa would be 1,945
The amount an investment gains or loses over a specific time period is determined by the difference between the initial investment amount and the final value of the investment after that time period.
To calculate the rate of return on your investment, subtract the initial investment amount from the final value of the investment, then divide that result by the initial investment amount. Multiply the result by 100 to get the rate of return as a percentage.
To calculate the rate of return on an investment, you subtract the initial investment amount from the final value of the investment, then divide that result by the initial investment amount. Multiply the result by 100 to get the percentage rate of return.
To calculate the holding period return for an investment, subtract the initial investment amount from the final investment value, then divide by the initial investment amount. Multiply the result by 100 to get the percentage return.
r=ln((A/P)^1/t) Where: A is the Final amount P is the Initial amount t is the time passed r is the interest rate
441
1996.50
The formula for compound interest is Final amount = Base amount * (1+(rate of interest/times compounded per year))^(number of times compounded per year * how many years pass)To put this into PHP, it would go something like this:function calcInt($rate, $numYear, $yearsElapsed, $base){$finalAmount = $base*((1+($rate/$numYear))^($numYear*$yearsElapsed));return $finalAmount;}To call this function and print the output, put:echo $finalAmount(.05, 2, 4, 5000);That would output the final amount if the interest rate is 5%, it's compounded twice per year, 4 years elapse, and the initial amount was $5000.
The yield of a final payoff refers to the return on an investment or the profit earned from an investment over its lifetime. It is typically expressed as a percentage of the original investment.
Present Value Calculator Use this calculator to determine the present value of a stream of deposits plus a known final future value.
The final amount is $1,647.01