Popular Mathematics, being the first elements of arithmetic, algebra and geometry in their relations and usesOrr and Smith, 1836 - 496 σελίδες |
Αναζήτηση στο βιβλίο
Αποτελέσματα 1 - 5 από τα 54.
Σελίδα xvi
Robert Mudie. xvi CONTENTS . SECTION XVII . Page COMPARISONS AND RELATIONS OF PLANE FIGURES , THEIR BOUNDING LINES , THE ANGLES MADE BY THOSE LINES , LINES INTER- SECTING THEM , AND THEIR SURFACES OR AREAS 411 General Maxim 412 Triangles ...
Robert Mudie. xvi CONTENTS . SECTION XVII . Page COMPARISONS AND RELATIONS OF PLANE FIGURES , THEIR BOUNDING LINES , THE ANGLES MADE BY THOSE LINES , LINES INTER- SECTING THEM , AND THEIR SURFACES OR AREAS 411 General Maxim 412 Triangles ...
Σελίδα 176
... because a straight line has no material existence , we can imagine one to be drawn from any point , in any direc- tion , and to any distance ; or we may imagine a straight line to PLANE SURFACE . 177 be continued to any additional length.
... because a straight line has no material existence , we can imagine one to be drawn from any point , in any direc- tion , and to any distance ; or we may imagine a straight line to PLANE SURFACE . 177 be continued to any additional length.
Σελίδα 177
... plane will touch all the four crosses , or branches formed by the crossing , as far as their arms and the plane extend : also , if two planes touch each other in three points , they will touch each other in every point , as far as they ...
... plane will touch all the four crosses , or branches formed by the crossing , as far as their arms and the plane extend : also , if two planes touch each other in three points , they will touch each other in every point , as far as they ...
Σελίδα 180
... plane , from the very nature of a straight line and a plane ; and it follows from this , that two straight lines which have the same direction must be in the same plane , and this brings us a little nearer to the definition , and would ...
... plane , from the very nature of a straight line and a plane ; and it follows from this , that two straight lines which have the same direction must be in the same plane , and this brings us a little nearer to the definition , and would ...
Σελίδα 182
... plane , and that they cannot meet in two points , however near or however far asunder these points may be , without coinciding altogether , or being one and the same . Now straight lines which are in the same plane must either , if con ...
... plane , and that they cannot meet in two points , however near or however far asunder these points may be , without coinciding altogether , or being one and the same . Now straight lines which are in the same plane must either , if con ...
Άλλες εκδόσεις - Προβολή όλων
Popular Mathematics: Being the First Elements of Arithmetic, Algebra, and ... Robert Mudie Δεν υπάρχει διαθέσιμη προεπισκόπηση - 2017 |
Συχνά εμφανιζόμενοι όροι και φράσεις
Algebra angular space answering apply bisects called centre circle circumference co-efficients compound quantity consequently considered consists contain cube root decimal point denominator difference divided dividend division divisor drawn equi-multiples Euclid's Elements evident exactly equal exponent expressed factors follows four fraction geometrical given greater hand figure hypotenuse inclination instance integer number interior angles kind least common multiple less letters logarithm magnitude mathematical means measure meet metical multiplicand multiplier natural numbers necessary notion number of figures obtained operation opposite parallel parallelogram particular performed perpendicular plane position principle proportion quotient radius ratio rectangle relation remaining result right angles round a point RULE OF THREE salient angle scale of numbers second term segment sides simple solid space round square root stand straight line subtraction surface taken third tion triangle truth unit's place whole