1. Time value of money【货币时间价值】 2. Interest rate【利率】 二、Effective annual rate【有效年利率】 1. Single Interest【单利】(简单-不展开解释) 2. Compounding Interest【复利】(简单-不展开解释) 3. Effective annual rate 【EAR】 三、FV、PV&Annuity【终值、现值和年金】 1. FV-Final Value...
Time is money 时间就是金钱 time value 时间价值,期值 money value index 价值指数 good value for money 物有所值 money value items 【经】 货币价值项目 相似单词 money n. 1.[U]钱,薪水,收入 2.[U]钱币,钞票 3.[U]财产,财富 4.[pl.]【旧】【法律】款项 Value n. 计算结果 n. 价值...
1.Time Value 0f Money-Interest Rate(利率) 1.Money available at the present time is worth more than the same amount in the future due to its potential earning capacity. -- potential earning capacity(潜在盈利能力) --钱能赚取利息,任何数额的钱越早收到就越值钱--worthmore:更有价值--thesooner:...
1、Time Value of Money ( 整的畤 IWA(值 )0、今年的100元典明年的100元相比,何者的值敕高?答:今年的100元的财富值敕高,因悬我如果符I。元存放在台金艮,一年彳爰, 以定存年利率1.5%言十算,到期畤我符掩有100*(1+1.5%)=101.5元100元(明年); 所以明年的100元典今年的100元在作财富值比敕畤,须...
time value of money 美 英 un.资金时间价值 英汉 un. 1. 资金时间价值 1. For those whowouldliketo extend this to amoresophisticatedmodel,consideraddingin depreciation and thetimevalueofmoney. 如果愿意使用更复杂的模型,可以考虑加上现金的时间价值折算。
Time value of money(货币的时间价值) Compounding Suppose that a company has $10,000 to invest, and wants to earn a return of 10% (compound interest) on its investments. This means that if the $10,000 could be invested at 10%, the value of the investment with interest would build up ...
The time value of money recognizes that receiving cash today is more valuable than receiving cash in the future. The reason is that the cash received today can be invested immediately and begin growing in value. For instance, if a company receives $1,000 today and is able to invest the am...
blog.renren.com|基于51个网页 3. 货币时间价值 一、货币时间价值(the time value of money) 简而言之,是指今天的一元钱比将来的一元 钱更具价值。 基本表现形式 复利终值 … www.chinadmd.com|基于15个网页 更多释义 例句
In other words, it represents thetime value of money. 换而言之,贴现率是金钱的时间价值。 UN-2 Due to the short-term nature of such entitlements, the liability is not discounted for thetime value of money. 由于这些应享权利的短期性质,负债不贴现货币的时间价值。
For present value, the formula would be: PV=FV/(1+i)nwhere:FV=Future value of moneyPV=Present value of moneyi=Interest raten=Number of compounding periods per yearPV=FV/(1+i)nwhere:FV=Future value of moneyPV=Present value of moneyi=Interest raten=Number of compounding periods per...