Nature, Bind 41Sir Norman Lockyer Macmillan Journals Limited, 1890 |
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Side 20
... feet above sea - level , and 450 feet above Lake Tanganyika , with which it is unlikely to have any connection . Mr. Stanley skirted the snowy mountain range referred to in his letters of six months ago , and found that they send down ...
... feet above sea - level , and 450 feet above Lake Tanganyika , with which it is unlikely to have any connection . Mr. Stanley skirted the snowy mountain range referred to in his letters of six months ago , and found that they send down ...
Side 24
... feet and then comparing it with the standard on my return . The results obtained speak volumes for the high - class workmanship and great accuracy you have attained in the manufacture of this instrument . ( Signed ) R. C. MOSSMAN ...
... feet and then comparing it with the standard on my return . The results obtained speak volumes for the high - class workmanship and great accuracy you have attained in the manufacture of this instrument . ( Signed ) R. C. MOSSMAN ...
Side 26
... feet deep , had a depth of nearly 70 feet , and was so densely packed with bones that the yield of 6500 barrels , of the size of an ordinary butter - firkin , justified the assumption that this special lapa contained the remains of ...
... feet deep , had a depth of nearly 70 feet , and was so densely packed with bones that the yield of 6500 barrels , of the size of an ordinary butter - firkin , justified the assumption that this special lapa contained the remains of ...
Side 28
... feet and small quantities of water , the hurdy - gurdy or Pelton wheel ( p . 419 ) is a favourite , and in a paper by Mr. Hamilton Smith , Jun . , of the American Society of Civil Engineers , the efficiency of this wheel and its ...
... feet and small quantities of water , the hurdy - gurdy or Pelton wheel ( p . 419 ) is a favourite , and in a paper by Mr. Hamilton Smith , Jun . , of the American Society of Civil Engineers , the efficiency of this wheel and its ...
Side 30
... feet above the sea - level . It is roughly oblong in shape , and measures some 75 feet in length , and perhaps half as much in breadth and thickness . The projected mountain railway from Stresa to the summit of Monte Motterone will pass ...
... feet above the sea - level . It is roughly oblong in shape , and measures some 75 feet in length , and perhaps half as much in breadth and thickness . The projected mountain railway from Stresa to the summit of Monte Motterone will pass ...
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Side 169 - S (Frank) FRGS— MATABELE LAND AND THE VICTORIA FALLS. A Naturalist's Wanderings in the Interior of South Africa.
Side 247 - I HAVE hitherto sometimes spoken as if the variations — so common and multiform in organic beings under domestication, and in a lesser degree in those in a state of nature — had been due to chance. This, of course, is a wholly incorrect expression, but it serves to acknowledge plainly our ignorance of the cause of each particular variation.
Side 192 - Robinson. — TREATISE ON MARINE SURVEYING. Prepared for the use of younger Naval Officers. With Questions for Examinations and Exercises principally from the Papers of the Royal Naval College. With the results. By Rev. JOHN L. ROBINSON, Chaplain and Instructor in the Royal Naval College, Greenwich. With Illustrations. Crown 8vo. 7*.
Side 120 - HOOPER'S (G.) Waterloo : The Downfall of the First Napoleon : a History of the Campaign of 1815.
Side 192 - PLANE CO-ORDINATE GEOMETRY, as applied to the Straight Line and the Conic Sections. With numerous Examples.
Side 192 - SOLID GEOMETRY AND CONIC SECTIONS. With Appendices on Transversals and Harmonic Division. For the Use of Schools. By JM WILSON, MA New Edition.
Side 192 - INTRODUCTION TO QUATERNIONS, with numerous examples. By P. KELLAND, MA, FRS, and PG TAIT, MA, Professors in the Department of Mathematics in the University of Edinburgh. Second Edition. Crown 8vo.
Side 192 - Maryland. INTEGRAL CALCULUS, an Elementary Treatise on the ; Founded on the Method of Rates or Fluxions.
Side 6 - Laplace, starts by defining the probability of an event as the ratio of the number of favourable cases to the number of possible cases.