复利及年金计算方法公式(Formulaofcompoundinterestandannuitycalculation)
(Formulaofcompoundinterestandannuitycalculation)CalculationformulaofgeneralannuityFinalvalueofordinaryannuity:F=A[(1+i)^n-1]/ior:A(F/A,I,n)Thepresentvalueofordinaryannuity:P=A{[1-(1+i)^-n]/i}or:A(P/A,I,n)Example3depositbank20thousandyuaneachyear,annualcompoundinterest8%,5years,askhowmuch...
Compound interest is the interest paid on the original principalandon the accumulated pastinterest. When youborrow money from a bank, you pay interest. Interest is really a fee charged for borrowing the money, it is a percentage charged on the principal amount for a period of a year -- usua...
compound interest formula 英 [ˈkɒmpaʊnd ˈɪntrəst ˈfɔːmjələ] 美 [ˈkɑːmpaʊnd ˈɪntrəst ˈfɔːrmjələ]复利公式 ...
In the previous example, we used annual compounding, meaning the interest is calculated once per year. In practice, compound interest is often calculated more frequently. For example, yoursavings accountmay calculate interest monthly. Common compounding intervals are quarterly, monthly...
= Principal x (1 + interest/4)^4 = 1,000 x (1 +0.08/4)^4 = 1,000 x (1 + 0.02)^4 = 1,000 x (1.02)^4 = 1,000 x 1.0824 =$1,082.40 Semi-annual compounding The formula for semi-annual compounding is as follows:
3. Compound Interest Rate Calculation Example Under each scenario, the future value (FV) of the $100,000 deposit and the percentage change compared to the original value is shown below: Annual Compounding: $162,899 (62.9%) Semi-Annual Compounding: $163,862 (63.9%) Quarterly Compounding: $16...
( )What is the frequency of conversion if the annual rate is compounded quarterly? ( ) A. I_c=P(1+r)^t B. I_c=F-P C. I_c= F((1+r)^t) D. I_c=P(1+ (i^m)m)^(mt)A. 2 B. 3 相关知识点: 试题来源: 解析 DA ...
compound interest n.复利 formula n. 1. 准则,原则 2. 公式,方程式 3. 配方,处方,药方 4.(特定场合的)惯用词语,套话 5. 方程式(按发动机大小等对赛车的分级) 6. 配方奶(母乳的替代品) Interest 兴趣爱好 interest n. 1. [C,U]兴趣;关注;注意,关心;爱好 2. [U]令人感兴趣的人(或事);趣味 ...
The compound interest formula will determine A, the future value a particular investment will have. In order to find Example 1: If $10,000 is invested into an account that is compounded quarterly with a 3.2% interest rate for 10 years, what is the future value of the investment?