A Treatise on Algebra: By Charles Smith |
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Page xvi
... Events Independent Events Dependent Events CHAPTER XXX . PROBABILITY . 496 496 497 498 500 502 504 506 507 508 Probability of an event happening r times in n trials xvi CONTENTS .
... Events Independent Events Dependent Events CHAPTER XXX . PROBABILITY . 496 496 497 498 500 502 504 506 507 508 Probability of an event happening r times in n trials xvi CONTENTS .
Page xvii
By Charles Smith Charles Smith. Probability of an event happening r times in n trials Expectation Inverse Probability Probability of Testimony Examples XLI . CHAPTER XXXI . DETERMINANTS . PAGE 510 • 512 513 515 518 Definition and ...
By Charles Smith Charles Smith. Probability of an event happening r times in n trials Expectation Inverse Probability Probability of Testimony Examples XLI . CHAPTER XXXI . DETERMINANTS . PAGE 510 • 512 513 515 518 Definition and ...
Page 505
... event is the ratio of the number of times in which the event occurs , in the long run , to the sum of the number of times in which events of that description occur and in which they fail to occur . Thus , if it be known that , in the ...
... event is the ratio of the number of times in which the event occurs , in the long run , to the sum of the number of times in which events of that description occur and in which they fail to occur . Thus , if it be known that , in the ...
Page 506
... event is to the probability of its failure as a is to b , the odds are said to be a to b for the event , or b to a against it , according as a is greater or less than b . 401. Exclusive events . Events are said to be mutually exclusive ...
... event is to the probability of its failure as a is to b , the odds are said to be a to b for the event , or b to a against it , according as a is greater or less than b . 401. Exclusive events . Events are said to be mutually exclusive ...
Page 507
... events should both happen is the product of the separate probabilities of their happening . Suppose that the first event can happen in a , and fail in b , equally likely ways ; and suppose that the second event can happen in a , and ...
... events should both happen is the product of the separate probabilities of their happening . Suppose that the first event can happen in a , and fail in b , equally likely ways ; and suppose that the second event can happen in a , and ...
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Common terms and phrases
a+b+c a₁ arithmetic mean arithmetical progression ax² b₁ binomial Binomial Theorem C₁ Cambridge coefficient contain continued fraction Crown 8vo denominator determinant digits divergent divide divisible divisor Edition equal equation ax example expansion Extra fcap Fcap Find the number Find the sum follows geometrical progression given expression Globe 8vo greater Hence the required infinity letters logarithm MACMILLAN'S Multiply negative nth convergent nth root nth term number of terms obtained P₁ periodic continued fraction positive integer powers prime number Professor prove quadratic equation quadratic surd quotient ratio remainder School Shew Solve the equation square root subtract suppose Theorem Trinity College u₁ unknown quantities white ball whole number zero
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