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首页> 外文期刊>International Research Journal of Pure Algebra >? SIMPLE ANNUITIES VERSUS ANNUITIES SCHEME WITH GEOMETRIC GRADIENT WHAT IS THE BEST INVESTMENT CHOICE?
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? SIMPLE ANNUITIES VERSUS ANNUITIES SCHEME WITH GEOMETRIC GRADIENT WHAT IS THE BEST INVESTMENT CHOICE?

机译:?简单的年金与具有几何梯度的年金方案最佳的投资选择是什么?

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摘要

In this paper shows a mathematical modeling with two hypothetical scenarios in which there are savings through a scheme simple annuity and another with the same scheme but including a geometric gradient. In both scenarios the term is one year (n), with periodic deposits of $ 5,000.00 (rp) every 28 days (m) and a nominal interest rate of 1.15% (i) and geometric gradient 5% nominal (Gg) apportioned among 12 deposits. It is expected to know which of the two scenarios represents the best investment.
机译:在本文中,我们展示了一种数学建模,该数学建模具有两个假设方案,其中通过一个简单的年金方案可以节省开支,而在使用相同方案但包括一个几何梯度的情况下可以节省开支。在这两种情况下,期限均为一年(n),每28天(m)定期存款$ 5,000.00(rp),名义利率为1.15%(i),几何梯度为5%名义(Gg),分12个年期存款。希望知道这两种方案中哪一种代表最佳投资。

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