Download e-book for kindle: Numbers Guide (Economist) by Economist

Download e-book for kindle: Numbers Guide (Economist) by Economist

By Economist

Designed as a better half to "The Economist sort Guide", the best-selling consultant to writing type, "The Economist Numbers consultant" is precious for everybody who desires to be efficient, and ready to speak successfully, with numbers. as well as normal suggest on easy numeracy, the consultant issues out universal error and explains the famous strategies for fixing monetary difficulties, interpreting info of any sort and potent selection making. Over a hundred charts, graphs, tables and have containers spotlight key issues. additionally incorporated is an A-Z dictionary of phrases masking every little thing from amortization to zero-sum online game. no matter what what you are promoting, "The Economist Numbers advisor" will end up worthwhile.

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Unless reinvestment details are known, sensible comparison of simple interest rates may be impossible. For example, which is better: $10,000 in a bank deposit for six months at 10% a year, or for one year at 6%? The six-month plan earns $500 in interest, the longer one generates $600. But there is not enough information to answer the question sensibly. Possibly the shorter six-month investment is better for the following reasons. First, the investor’s money is returned more rapidly. Most investors have a time preference for money.

In its simplest form, the problem reduces to one of measuring alternatives against a standard yardstick; for example, a completely safe interest-bearing bank account. An investment is only worthwhile if it promises a higher return than the bank. The arithmetic of interest rates is the key to comparing investment opportunities, financial or capital. ). The same arithmetic is used when pricing rental and lease contracts, deciding whether to rent or buy, and deciding whether to settle immediately for discount or pay later.

Multiplying a number x by itself y times is written xy for short and known as raising x to the power of y. This y is sometimes known as an exponent. The accumulation factor for growth over n years is (1 ϩ r)n. 8. Basic rules for handling exponents are shown below. 5 Two things happen with compound interest. 025) shrinks as the frequency of compounding increases. Arithmetically, it is 1 ϩ (i⁄k), where i is the rate of interest and k is the number of conversion periods a year. 0254. In math-speak, multiplying a number by itself n times is called raising it to the power of n.

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