A Treatise on Higher TrigonometryMacmillan, 1884 - 208 sider |
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Side
... CALCULATION GENERAL MISCELLANEOUS EXAMPLES LIST OF EXAMINATION PAPERS . • 113 122 132 I , FOR ADMISSION TO SANDHURST . FURTHER EXAMINATION . Nov. 1882 150 II . CAMBRIDGE PREVIOUS EXAMINATION . Dec. 1883 151 III . FOR ADMISSION TO ...
... CALCULATION GENERAL MISCELLANEOUS EXAMPLES LIST OF EXAMINATION PAPERS . • 113 122 132 I , FOR ADMISSION TO SANDHURST . FURTHER EXAMINATION . Nov. 1882 150 II . CAMBRIDGE PREVIOUS EXAMINATION . Dec. 1883 151 III . FOR ADMISSION TO ...
Side
... calculated [ See Ex . I. ( 1 ) ] . IV . It is incommensurable . For suppose that it is commensurable ; it can then be put m into the form where m and n are integers . In this case - n m 1 1 1 1 1 1+ + n 12 | 3 + etc. + + In + etc. n + 1 ...
... calculated [ See Ex . I. ( 1 ) ] . IV . It is incommensurable . For suppose that it is commensurable ; it can then be put m into the form where m and n are integers . In this case - n m 1 1 1 1 1 1+ + n 12 | 3 + etc. + + In + etc. n + 1 ...
Side
... Calculate the value of e by taking the first 13 terms of the series . ( 2 ) Prove that the first 13 terms of the series will give the value of e correct to 9 significant figures . + etc. = e . 2 ( 3 ) Prove that 4 6 8 + + + 3 5 | 7 1 1 ...
... Calculate the value of e by taking the first 13 terms of the series . ( 2 ) Prove that the first 13 terms of the series will give the value of e correct to 9 significant figures . + etc. = e . 2 ( 3 ) Prove that 4 6 8 + + + 3 5 | 7 1 1 ...
Side 1
... calculated [ See Ex . I. ( 1 ) ] . IV . It is incommensurable . For suppose that it is commensurable ; it can then be put into the form m n = 1 + m - n 1 where m and n are integers . In this case + 1 1 1 1 . + + etc. + + + etc. 12 | 3 ...
... calculated [ See Ex . I. ( 1 ) ] . IV . It is incommensurable . For suppose that it is commensurable ; it can then be put into the form m n = 1 + m - n 1 where m and n are integers . In this case + 1 1 1 1 . + + etc. + + + etc. 12 | 3 ...
Side 2
... Calculate the value of e by taking the first 13 terms of the series . ( 2 ) Prove that the first 13 terms of the series will give the value of e correct to 9 significant figures . + + + + etc . = e . 13 5 17 1 1 + 2 1 + 2 + 3 1 + 2 + 3 ...
... Calculate the value of e by taking the first 13 terms of the series . ( 2 ) Prove that the first 13 terms of the series will give the value of e correct to 9 significant figures . + + + + etc . = e . 13 5 17 1 1 + 2 1 + 2 + 3 1 + 2 + 3 ...
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TREATISE ON HIGHER TRIGONOMETR J. B. (John Bascombe) 1849-1921 Lock Ingen forhåndsvisning tilgjengelig - 2016 |
Vanlige uttrykk og setninger
a+ẞ Algebra angular points arithmetical ascending powers calculated Cambridge centre circular measure circumscribing circle Classical Series coefficients cos² cos³ cosec cosh nx cosine Crown 8vo deduce different values distance Edited by Rev equal escribed circles Eton College EXAMPLES Expand expression Extra fcap fcap Fellow of St Find form A+iB formula GRAMMAR greater Hence inscribed inscribed circle integer Introductions and Notes J. P. MAHAFFY John's College King's College late Fellow less limit LIVY logarithms MACMILLAN'S CLASSICAL CATALOGUE Moivre's Theorem nine-points circle nth roots obtain Oxford P₁ perpendiculars positive integer Prove the following quadratic factors radii radius right angle roots School sec² Shew sides sin n sin² sin³ sine sinh Sum the series Tables tan-¹ tan² tangent triangle ABC Trigonometry Trinity College Vocabulary whole number
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