accurate arranged associated average boundaries called cards Chapter characteristic closest column computation considered correlation cross decimal definition desired determine difference discussion distribution divided draw drawn equal exactly example Exercise explained expressed figures Find Formula frequency given gives grams graphs greater Hence illustrate inches increase individual integer interval length less limits locate logarithms lower mathematical mean measurements median method multiplied namely natural number scale obtained original pairs places possible error pounds practice preceding Principle pupils quantities quartile quotient reading recorded relative represented respectively result sample scale Section segment selected sequence set of numbers significant single-number approximation smallest unit standard deviation statistical student Table taken Theorem tion true value universe upper usually variable weight write written zero αι Δαι
Page 86 - The general arrangement of a diagram should proceed from left to right. " 2. Where possible represent quantities by linear magnitudes, as areas or volumes are more likely to be misinterpreted. " 3. For a curve the vertical scale, whenever practicable, should be so selected that the zero line will appear on the diagram.
Page 85 - The committee is making a study of the methods used in different fields of endeavor for presenting statistical and quantitative data in graphic form. As civilization advances there is being brought to the attention of the average individual a constantly increasing volume of comparative figures and general data of a scientific, technical and statistical nature. The graphic method permits the presentation of such figures and data with a great saving of time and also with more clearness than would otherwise...
Page 92 - ... 16. All lettering and all figures on a diagram should be placed so as to be easily read from the base as the bottom, or from the right-hand edge of the diagram as the bottom. Fig. 16. 17. The title of a diagram should be made as clear and complete as possible. Sub-titles or descriptions should be added if necessary to insure clearness.
Page 61 - The logarithm of any power of a number is equal to the logarithm of the number multiplied by the exponent of the power.
Page 91 - ... 12. The horizontal scale for curves should usually read from left to right and the vertical scale from bottom to top. "13. Figures for the scales of a diagram should be placed at the left and at the bottom or along the respective axes.
Page 90 - The curve lines of a diagram should be sharply distinguished from the ruling. 11. In curves representing a series of observations, it is advisable, whenever possible, to indicate clearly on the diagram all the points representing the separate observations.
Page 72 - The logarithm of the product of two or more numbers is equal to the sum of the logarithms of the numbers. For, let m and n be two numbers, and x and y their logarithms. Then, by the definition of a logarithm, m — ax, and n = ať.
Page 85 - Chairman, American Society of Mechanical Engineers. 7 East 42d Street, New York City. Leonard P. Ayres, Secretary, American Statistical Association. 130 East 22d Street, New York City. NA Carle, American Institute of Electrical Engineers. Robert E. Chaddock, American Association for the Advancement of Science. Frederick A Cleveland, American Academy of Political and Social Science. HE Crampton, American Genetic Association. Walter S.
Page 89 - ... 8. When curves are drawn on logarithmic co-ordinates, the limiting lines of the diagram should each be at some power of ten on the logarithmic scales. 9. It is advisable not to show any more co-ordinate lines than necessary to guide the eye in reading the diagram.