By John Bird

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**Additional info for Basic Engineering Mathematics, Third Edition**

**Sample text**

Solve 5C5D8C5 a = 13 The result of the above procedure is to move the ‘ 5’ from the LHS of the original equation, across the equals sign, to the RHS, but the sign is changed to C Problem 4. e. 3D7 3 x =4 The result of the above procedure is to move the ‘C3’ from the LHS of the original equation, across the equals sign, to Simple equations 47 the RHS, but the sign is changed to . Thus a term can be moved from one side of an equation to the other as long as a change in sign is made. e. 3x D 15 15 3x D 3 3 x =5 Problem 5.

3) 9. 81, given that 2. 83 1. Evaluate the following: (d) (6) 6. Evaluate the following, each correct to 2 decimal places: This assignment covers the material contained in Chapters 3 and 4. The marks for each question are shown in brackets at the end of each question. (b) 3 5. 65 ð 10 4. 1 Binary numbers Problem 2. The system of numbers in everyday use is the denary or decimal system of numbers, using the digits 0 to 9. It has ten different digits (0, 1, 2, 3, 4, 5, 6, 7, 8 and 9) and is said to have a radix or base of 10.

Iii) Rounding-off errors can exist with decimal fractions. 142 correct to 4 significant figures’ is a true statement. 14159265 . ) (iv) It is possible, through an incorrect procedure, to obtain the wrong answer to a calculation. This type of error is known as a blunder. (v) An order of magnitude error is said to exist if incorrect positioning of the decimal point occurs after a calculation has been completed. (vi) Blunders and order of magnitude errors can be reduced by determining approximate values of calculations.