Graphical CalculusLongmans, Green, and Company, 1902 - 195 páginas |
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Página 8
... slope of curves , and it is therefore important that we should get accurate ideas of how this slope is to be measured . § 5. METHODS OF MEASURING THE SLOPE OF a Line . Suppose we have a sloping line AB , and we wish to determine exactly ...
... slope of curves , and it is therefore important that we should get accurate ideas of how this slope is to be measured . § 5. METHODS OF MEASURING THE SLOPE OF a Line . Suppose we have a sloping line AB , and we wish to determine exactly ...
Página 9
... have a name for the ratio perpendicular . base . It is called the " tangent of the angle of slope , " and the relation is expressed thus in Fig . 6- CB Tan BAC = = MP AC There are other Introductory . - Curves and their Equations . 9.
... have a name for the ratio perpendicular . base . It is called the " tangent of the angle of slope , " and the relation is expressed thus in Fig . 6- CB Tan BAC = = MP AC There are other Introductory . - Curves and their Equations . 9.
Página 11
... slope of the line to OX . c is the distance from O , where the line cuts OY . ) 3. Find where the curves ( i . ) 2y ... slope downward slope O CHAPTER II . GRAPHICAL DIFFERENTIATION Introductory . - Curves and their Equations . II.
... slope of the line to OX . c is the distance from O , where the line cuts OY . ) 3. Find where the curves ( i . ) 2y ... slope downward slope O CHAPTER II . GRAPHICAL DIFFERENTIATION Introductory . - Curves and their Equations . II.
Página 12
Arthur Henry Barker. upward slope downward slope O CHAPTER II . GRAPHICAL DIFFERENTIATION AND INTEGRATION . § 7. ILLUSTRATION OF GRAPHICAL DIFFERENTIATION . EVERY straight line , however long or short , must have a definite inclination ...
Arthur Henry Barker. upward slope downward slope O CHAPTER II . GRAPHICAL DIFFERENTIATION AND INTEGRATION . § 7. ILLUSTRATION OF GRAPHICAL DIFFERENTIATION . EVERY straight line , however long or short , must have a definite inclination ...
Página 13
... slope is . The direction in which the line slopes is shown by the obvious slope of the board . If the line is level , or of no slope , it might in the same way be indicated o in 100 , but the word " level " is used instead . FIG . 8 ...
... slope is . The direction in which the line slopes is shown by the obvious slope of the board . If the line is level , or of no slope , it might in the same way be indicated o in 100 , but the word " level " is used instead . FIG . 8 ...
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abscissa acceleration algebraical angle of slope axis B.Sc BOTANY brackets calculated CHEMISTRY clear College constant corresponding ordinates crank-pin Crown 8vo D.Sc derived curve Diagrams differential calculus differential coefficient distance Draw dx dy dy and dx dy dx ELEMENTARY ENGINEERING equation exactly example explained expression feet function geometrical given graphically height Hence horizontal Hospital Illus Illustrations increment independent variable inertia integrated curve JOHN GOODMAN Lecturer length LL.D logarithms Lond London lower curve meaning method moment of inertia multiply obtain original curve PHYSIOLOGY piston Plates plotted position PRACTICAL principle Professor quantity R. A. PROCTOR radians radius rate of increase ratio rectangle represents respect result Royal 8vo scale Science shown square inches straight line STRENGTH OF MATERIALS student Suppose tangent temperature TEXT-BOOK tions upper curve velocity vertical Woodcuts аф
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