Mathematical Dictionary and Cyclopedia of Mathematical Science: Comprising Definitions of All the Terms Employed in Mathematics - an Analysis of Each Branch, and of the Whole, as Forming a Single Science |
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Page 14
... respect - value of a unit of the first simple over that ive simples to form m units of the mixture ; of a unit of the mixture , and c is the excess and let d denote the price or quality of a unit of value of a unit of the mixture over ...
... respect - value of a unit of the first simple over that ive simples to form m units of the mixture ; of a unit of the mixture , and c is the excess and let d denote the price or quality of a unit of value of a unit of the mixture over ...
Page 22
... respect to one thing from our knowledge with respect to a similar thing , we are said to reason from analogy . illustrate more fully the meaning of the term as above defined , we subjoin an example of the method , taken from the works ...
... respect to one thing from our knowledge with respect to a similar thing , we are said to reason from analogy . illustrate more fully the meaning of the term as above defined , we subjoin an example of the method , taken from the works ...
Page 34
... respect to the first through the north pole of the ecliptic , called two , and conversely , the first two are anti- parallels with respect to the last two . See Sub - contrary . the Arctic circle . AN - TE - CED'ENT . [ L. ante and cedo ...
... respect to the first through the north pole of the ecliptic , called two , and conversely , the first two are anti- parallels with respect to the last two . See Sub - contrary . the Arctic circle . AN - TE - CED'ENT . [ L. ante and cedo ...
Page 42
... respect to the co- ordinate axes . Since there may be an infinite number of to fulfill the required condition . We thus ob- In the Integral Calculus , the constant , added to every integral obtained by applying the rules for integration ...
... respect to the co- ordinate axes . Since there may be an infinite number of to fulfill the required condition . We thus ob- In the Integral Calculus , the constant , added to every integral obtained by applying the rules for integration ...
Page 45
... respect to x , between any two limits , and then integrate the result with respect to y , between any two limits ; the final result will express the area of that portion of the surface embraced within the assumed limits . into two parts ...
... respect to x , between any two limits , and then integrate the result with respect to y , between any two limits ; the final result will express the area of that portion of the surface embraced within the assumed limits . into two parts ...
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Common terms and phrases
algebraic altitude application arithmetical axes base bisect calculus called centre chords circle circles of latitude co-ordinates cone conic sections conic surface conjugate constructed cube cubic equation curve cycloid decimal deduced degree denote diameter difference differential co-efficient directrix distance divided divisor draw drawn elements ellipse equa equal equation expression factors formula fraction function generatrix Geometry given greatest common divisor hence horizontal hyperbola infinite number intersection latitude length logarithm mathematical means measure meridian method multiplied nth root operation ordinate parabola parallel pass perpendicular plane polygon polynomial principal vertex principles projection quotient radius ratio regular polygon result rhumb line right angles roots rule scale sides sphere spherical square straight line subtract surface taken tangent term theodolite tion transverse axis triangle Trigonometry unit unknown quantity variable vertex vertical vulgar fraction whole number