 | Augustin Privat-Deschanel - 1873 - 266 pàgines
...the same level; and the velocities at any two points, not on the same level, are connected by the law that the difference of their squares is equal to the difference of levels multiplied by 2 g. 40. Composition of Motions.—Principle 2 of last section is a par ticular... | |
 | George Shoobridge Carr - 1880
...line of centres which divides the distance between the centres into segments, the difference of whose squares is equal to the difference of the squares of the radii. Thus, A, B being the centres, a, b the radii, and IP the the radical axis, AP—BP = a2—b2. (1) 985... | |
 | Augustin Privat-Deschanel - 1881 - 266 pàgines
...same level ; and the velocities at any two points, not on the same level, are connected by the law that the difference of their squares is equal to the difference of levels multiplied by Zg. 40. Composition of Motions. — Principle 2 of last section is a particular... | |
 | John Veitch - 1885 - 572 pàgines
...example, to quote a case, you may take the division of unity into arty two parts. Here it is shown that the difference of their squares is equal to the difference of the parts themselves. It does not matter what the numbers are. Letters will represent them. This is a universal... | |
 | George Shoobridge Carr - 1886 - 1036 pàgines
...line of centres which divides the distance between the centres into segments, the difference of whose squares is equal to the difference of the squares of the radii. Thus, А, В being the centres, a, b the radii, and IP the the radical axis, AP—BP = a2— 6s. 985... | |
 | Nathan Fellowes Dupuis - 1889 - 370 pàgines
...the common centre-line of two circles, and dividing the distance between the centres into parts such that the difference of their squares is equal to the difference of the squares on the conterminous radii, is the radical axis of the two circles. Cor. i. When two circles intersect,... | |
 | Nathan Fellowes Dupuis - 1894 - 313 pàgines
...the common centre-line of two circles, and dividing the distance between the centres into parts such that the difference of their squares is equal to the difference of the squares on the conterminous radii, is the radical axis of the two circles. Cor. i. When two circles intersect,... | |
 | George Chrystal - 1898 - 480 pàgines
...that it is impossible to find two unequal positive integral numbers, neither of which is zero, such that the difference of their squares is equal to the difference of the numbers themselves. 44. Find two consecutive even integers twice the product of which shall exceed... | |
 | Levi Leonard Conant - 1905 - 140 pàgines
...of centers is a point which divides the line of centers into two segments, the difference of whose squares is equal to the difference of the squares of the radii of the circles. If the two circles are tangent to each other, the radical axis is the common interior... | |
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If two chords intersect in a circle, the difference of their squares is equal to the difference of the squares of the difference of the segments. 
