By Gert K. Pedersen

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Y = 1/(a + be−kt ) ✲ x y ✻ Axn e kx y = Axn e−kx Injection of pollutant or marker, daily milk yield, etc. 5 σ✲ ✲ µ x Chapter 5 Neat Tricks and Useful Solutions I have chosen the topics in this chapter to introduce the more ambitious student to one or two more taxing but useful areas of mathematical thinking. They are intended to stimulate the mind and to give more of an insight into the way mathematicians approach problems. It is not intended that you (the student) should read and memorise these examples.

The hexadecimal digits are as follows:0, 1, 2 . . 9, A, B, C, D, E, F 18 CHAPTER 2. NUMBERS so that A16 = 1010 B16 = 1110 .. . F16 = 1510 where the subscript indicates the value of the radix. 4 Conversion from Decimal to Hexadecimal The process is similar to that of converting decimal to binary:12310 /1610 = 710 remainder 1110 = B16 710 /1610 = 010 remainder 710 = 716 Reading the remainder column from the bottom gives the converted value. 5 Binary-Hex conversion Each hexadecimal digit may be represented by 4 binary digits, since 24 = 16.

63 (b) 8000000 (c) 10 21 (d) 3 13 (e) 1/100 2. Complete the following table of binary, decimal and hexadecimal numbers. Binary 1011 Decimal Hex 13 42A 3. What is the result of dividing the hexadecimal number 17DDE by 2? 20 CHAPTER 2. NUMBERS Answers 1. 333333 × 100 (e) 1 × 10− 2 2. The completed table is:Binary 1011 1101 010000101010 Decimal 11 13 1066 Hex B D 42A 3. The result of dividing the hexadecimal number 17DDE by 2 is BEEF. Chapter 3 Powers and Logarithms The main reason for this chapter is to show you that difficult formulæ (which you have been taught to remember) are not thought up in isolation.