2(3)(10)/4 = 15%
begin enter Principal amount(Input) enter interest rate(Input) calculate simple interest(Computation/Processing) Display/Show/Print Give sound Simple Interest(output) end By Tomas Naxweka(Namibia)
$3749.29
842.40
simple program
3900*.072*3=842.40
Value = 150*(1.09)3 = 150*1.295 = 194.25
3% is the same as 0.03 and 0.03*110,000 = 3,300 in one year If it is simple interest, it will be 3300 every year. If it is compound interest, the 2nd years interest will be based on starting amount with first years interest added to it, and so on
To calculate interest, you must first know the principle amount, the time of the term of the loan or investment, and the rate or percentage at which the principle amount grows. Once you have all three components, you then multiple the principle by the rate and then by the time.
AnswerCompound interest works like this.Take a principle (The amount of money you deposit) of $10,000.Lets say that the interest rate is 8% and that it compounds anually.At the end of one year you would have $10,800.With simple interest, at the end of two years, you would have $11,600 because you only earn interst on the principle.After three years you would have $12,400.However, with compound interest, you will earn interest on not just the principle, but the compounded interest as well.Therefore, with compound interest, at the end of two years, you would have 11,664.After three years it would be $12,597.12 and so on.
Three primary barriers to effective listening are distractions (both internal and external), lack of interest in the topic or speaker, and preconceived notions or biases. These barriers can prevent individuals from fully engaging in the listening process and understanding the message being communicated.
Weight is one of three measurements you need to calculate it. You still need height and age. Here's an article that explains how to calculate it:http://www.ehow.com/how_5401507_lose-off-using-simple-math.html
A 5% increase means that your capital increases by a factor of 1.05 each year. After three years, your capital will increase by a factor of 1.05 x 1.05 x 1.05, or 1.053. Calculate this and multiply it by the initial capital.