Elementary AlgebraRivingtons, 1870 - Algebra |
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... In conclusion , I have to express my thanks for the encouragement and advice received by me from many correspondents . J. HAMBLIN SMITH . CAMBRIDGE , 1870 . CONTENTS CHAPTER I. ADDITION AND SUBTRACTION MULTIPLICATION INVOLUTION DIVISION ·
... In conclusion , I have to express my thanks for the encouragement and advice received by me from many correspondents . J. HAMBLIN SMITH . CAMBRIDGE , 1870 . CONTENTS CHAPTER I. ADDITION AND SUBTRACTION MULTIPLICATION INVOLUTION DIVISION ·
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... ADDITION AND SUBTRACTION OF FRACTIONS 888 CHAPTER XI . 94 CHAPTER XII . ON FRACTIONAL EQUATIONS . 105 · CHAPTER XIII . PROBLEMS IN FRACTIONAL EQUATIONS 114 CHAPTER XIV . ON MISCELLANEOUS FRACTIONS 126 CHAPTER XV . SIMULTANEOUS EQUATIONS ...
... ADDITION AND SUBTRACTION OF FRACTIONS 888 CHAPTER XI . 94 CHAPTER XII . ON FRACTIONAL EQUATIONS . 105 · CHAPTER XIII . PROBLEMS IN FRACTIONAL EQUATIONS 114 CHAPTER XIV . ON MISCELLANEOUS FRACTIONS 126 CHAPTER XV . SIMULTANEOUS EQUATIONS ...
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... FRACTIONAL AND NEGATIVE INDICES CHAPTER XXXVI . CHAPTER XXXVII . SCALES OF NOTATION • CHAPTER XXXVIII . ON LOGARITHMS APPENDIX ANSWERS 296 307 316 328 344 345 ELEMENTARY ALGEBRA . 1 . I. ADDITION AND SUBTRACTION . viii CONTENTS .
... FRACTIONAL AND NEGATIVE INDICES CHAPTER XXXVI . CHAPTER XXXVII . SCALES OF NOTATION • CHAPTER XXXVIII . ON LOGARITHMS APPENDIX ANSWERS 296 307 316 328 344 345 ELEMENTARY ALGEBRA . 1 . I. ADDITION AND SUBTRACTION . viii CONTENTS .
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... addition to those of Arithmetic , the letters of some alphabet . Thus a , b , c ...... x , y , z : a , ß , y ...... : d ' , b ' , c ' ...... read a dash , b dash , c dash : ar , bi , c1 read a one , b one , c one ...... are used as ...
... addition to those of Arithmetic , the letters of some alphabet . Thus a , b , c ...... x , y , z : a , ß , y ...... : d ' , b ' , c ' ...... read a dash , b dash , c dash : ar , bi , c1 read a one , b one , c one ...... are used as ...
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... addition in Arithmetic can be presented in a shorter form by the use of the sign + . Thus if we have to add 14 , 17 , and 23 together we can represent the process thus : 14 + 17 + 23 = 54 . 8. When several numbers are added together it ...
... addition in Arithmetic can be presented in a shorter form by the use of the sign + . Thus if we have to add 14 , 17 , and 23 together we can represent the process thus : 14 + 17 + 23 = 54 . 8. When several numbers are added together it ...
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Common terms and phrases
2ab+b² a+b-c a²+2ab+b² a²+b² Algebra arithmetic means Arithmetical Progression Cambridge coefficient College List Crown 8vo denominator denote difference Divide Dividend division divisor Edition equal Find the number Find the value following expressions gallons Geometrical Progression given greater Greek Hence Highest Common Factor integer less logarithms miles an hour Multiply negative Nonary number of permutations number of terms obtain positive proceed proper fraction q factors quadratic equation quantity quotient radix ratio remainder represent the number result Rivington's School rules scale whose radix School and College second term Senary shew shillings sides Simplify solve the equations square root Subtracting surds take the square things taken third Thomas Kerchever Arnold tion unknown symbol whole number
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Page 253 - ... if the multiple of the first be less than that of the second, the multiple of the third is also less than that of the fourth ; or, if the multiple of the first be equal to that of the second, the multiple of the third is also equal to that of the fourth ; or, if the multiple of Book V.
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Page 328 - A number is divisible by 11 if the difference between the sum of the digits in the even places and the sum of the digits in the odd places is either 0 or a multiple of 11.
Page 292 - Recall the general formula for the number of combinations of n different things taken r at a time, C(n,r) n\ r!(nr)!
Page 328 - Suppose that a*=n, then x is called the logarithm of n to the base a : thus the logarithm of a number to a given base is the index of the power to which the base must be raised to be equal to the number. The logarithm of n to the base a is written log.