Transactions of the Royal Society of Edinburgh, Volum 23,Del 3The Society, 1864 |
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Side 721
... side , and so on . And , when the two sides of a right angle are expressed by two numbers , the hypotenuse is , in the great multitude of cases , incommensurable with the sides thus , if the sides be 5 and 7 inches respectively , the ...
... side , and so on . And , when the two sides of a right angle are expressed by two numbers , the hypotenuse is , in the great multitude of cases , incommensurable with the sides thus , if the sides be 5 and 7 inches respectively , the ...
Side 736
... sides all rational ; subject to the condition that its sides have , nearly , given inclinations to the axes . Since the inclinations of the sides of the actual polygon to the axes must be muarif , we must select such muarif angles as ...
... sides all rational ; subject to the condition that its sides have , nearly , given inclinations to the axes . Since the inclinations of the sides of the actual polygon to the axes must be muarif , we must select such muarif angles as ...
Side 738
... sides by the area of the trigon . The proof of this assertion is as easily obtained as that of the preceding . If a , b , c be the three sides of such a trigon , c being the subtense of 60 ° we have , - a2ab + b2 = c2 45. Every number ...
... sides by the area of the trigon . The proof of this assertion is as easily obtained as that of the preceding . If a , b , c be the three sides of such a trigon , c being the subtense of 60 ° we have , - a2ab + b2 = c2 45. Every number ...
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TRANSACTIONS | 419 |
On the Agrarian Laws of Lycurgus and one of Mr Grotes Canons of Historical | 425 |
On the Limits of our Knowledge respecting the Theory of Parallels By Professor | 433 |
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