## Higher Algebra: A Sequel to Elementary Algebra for Schools |

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### Otras ediciones - Ver todas

Higher Algebra: A Sequel to Elementary Algebra for Schools H. S. Hall,S. R. Knight Sin vista previa disponible - 2017 |

Higher Algebra: A Sequel to Elementary Algebra for Schools (Classic Reprint) H. S. Hall Sin vista previa disponible - 2017 |

Higher Algebra: A Sequel to Elementary Algebra for Schools H. S. Hall,S. R. Knight Sin vista previa disponible - 2018 |

### Términos y frases comunes

amount annuity arithmetical arranged Assume base becomes called cent chance CHAPTER coefficient combinations common complete condition consider consisting constant containing continued fraction convergent corresponding cube decimal definition denominator denote determinant digits divergent divided divisible equal equation event Example expansion expression factors find the number Find the sum find the value finite formula four function give given greater greatest groups hence increased infinite interest least less letters limit logarithms mean method multiplying negative nth term number of terms obtain partial permutations places positive integers powers preceding present prime probability proposition prove quadratic quantities quotient ratio recurring remaining respectively result roots scale selection shew side Similarly solution Solve square successive suppose taken taking things third true unity whence writing zero

### Pasajes populares

Página 55 - ... any number divided by 9 will leave the same remainder as the sum of its digits divided by 9.

Página 169 - The logarithm of a product is equal to the sum of the logarithms of its factors.

Página 111 - The number of combinations of n things г at a time is equal to the number of combinations of n things n—r at a time.

Página 488 - At the 50th mile stone from London, A overtook a drove of geese which were proceeding at the rate of three miles in two hours ; and two hours afterwards met a stage waggon, which was moving at the rate of 9 miles in 4 hours.

Página 450 - If then we suppose the factors corresponding to the negative and imaginary roots to be already multiplied together, each factor x— a corresponding to a positive root introduces at least one change of sign ; therefore no equation can have more positive roots than it has changes of sign. To prove the second part of Descartes...

Página 109 - Pr always denotes the number of factors in the formula we are using. Ex. 1. Four persons enter a carriage in which there are six seats : in how many ways can they take their places ? The first person may seat himself in 6 ways ; and then the second person in 5 ; the third in 4 ; and the fourth in 3 ; and since each of these ways may be associated with each of the others, the required answer is б x 5 x 4 x 3, or 360.

Página 13 - Hence if any three terms of a proportion are given, the fourth may be found. Thus if...

Página 172 - The integral part of a logarithm is called the characteristic, and the decimal part is called the mantissa.

Página 482 - A railway train after travelling for one hour meets with an accident which delays it one hour, after which it proceeds at three-fifths of its former rate, and arrives at the terminus...

Página 455 - Every equation of an odd degree has at least one real root whose sign is opposite to that of its last term.