Differential calculus for beginners |
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Side 11
... circles , having the same centre , and take any point in the circumference of the outer B circle , and join this point with the centre by drawing a straight line between the two points , it is evident that there will be a corresponding ...
... circles , having the same centre , and take any point in the circumference of the outer B circle , and join this point with the centre by drawing a straight line between the two points , it is evident that there will be a corresponding ...
Side 10
... circle at the point where the straight line cuts this circle . Let O be the common centre , A the point on the circumference of the outer circle , and B the corresponding point on that of the inner circle . Then it is evident that for ...
... circle at the point where the straight line cuts this circle . Let O be the common centre , A the point on the circumference of the outer circle , and B the corresponding point on that of the inner circle . Then it is evident that for ...
Side 10
... circle . Now , evidently , the larger the circle the larger is the circumference ; and however long the circum- ference of the outer circle may be , and however short the circumference of the inner circle , and however great the number ...
... circle . Now , evidently , the larger the circle the larger is the circumference ; and however long the circum- ference of the outer circle may be , and however short the circumference of the inner circle , and however great the number ...
Side 17
... circle and inscribe in it a regular polygon , and let the number of sides be doubled , then the area of this figure is more nearly equal to the area of the circle than was B that of the original figure . Let the first figure ...
... circle and inscribe in it a regular polygon , and let the number of sides be doubled , then the area of this figure is more nearly equal to the area of the circle than was B that of the original figure . Let the first figure ...
Side 18
... circle by four such triangles as ABC . A Again , let the number of sides be doubled , and the area of the new polygon will be still more nearly equal to that of the circle . It is , then , asserted , that , if this process be in ...
... circle by four such triangles as ABC . A Again , let the number of sides be doubled , and the area of the new polygon will be still more nearly equal to that of the circle . It is , then , asserted , that , if this process be in ...
Vanlige uttrykk og setninger
A. W. VERRALL angle approximately ARITHMETIC Assistant-Master becomes BEGINNERS BOOK Cambridge CHEMISTRY circle Clifton College column Crown 8vo D.Sc dc₁ diminished Edited by Rev ELEMENTARY TREATISE ENGLISH EPISTLE Eton College Extra fcap FASNACHT Fellow of St Fellow of Trinity Find the differential function G. E. FASNACHT Globe 8vo GRAMMAR HISTORY incre increase uniformly increments of 001 independent variable Introduction and Notes J. P. MAHAFFY John's College King's College late Fellow LATIN Lecturer LL.D London Macmillan's Maps Mathematics maximum minimum Nature Series numerous Illustrations Owens College Oxford preparation quantity rate of increase rate of variation ratio receive small increments rectangles revised and enlarged School second differences second differential co-efficient Second Edition side space fallen square straight line successive values tangent third differential co-efficient tion Translated Trinity College ultimately University of Cambridge University of Glasgow velocity Vocabulary وو
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