Plane and solid geometry . e lateral area, and 7 the total area, of a rightcircular cone. Find the radius and the altitude. Volumes 994. Note. The student should not fail to observe the strikingsimilarity in the figures and theorems, as well as in the definitions, relat-ing to the areas and volumes connected with the measurement of thesphere. A careful comparison of the following articles will emphasizethis similarity: AREAS VOLUMES §966 §995 §§ 967, 968 §996, a §969 § 996, b §970 § 996, c §971 § 997 §972 §999 §975 § 1002 §977 §1003 AREAS §979 §982§984§987§988§ 936§ 990§ 993 VOLUMES §§ 1004, 1
Plane and solid geometry . e lateral area, and 7 the total area, of a rightcircular cone. Find the radius and the altitude. Volumes 994. Note. The student should not fail to observe the strikingsimilarity in the figures and theorems, as well as in the definitions, relat-ing to the areas and volumes connected with the measurement of thesphere. A careful comparison of the following articles will emphasizethis similarity: AREAS VOLUMES §966 §995 §§ 967, 968 §996, a §969 § 996, b §970 § 996, c §971 § 997 §972 §999 §975 § 1002 §977 §1003 AREAS §979 §982§984§987§988§ 936§ 990§ 993 VOLUMES §§ 1004, 1005 § 1006 § 1007 § 1008 § 1009 § 1010 § 1012 § 1013 458 SOLID GEOMETRY Propositiox XXVII. Theorem 995. If an isosceles triangle is revolved about a straightline lying in its plane aiul passing through its vertex hutnot inter sectiiig its surface, the volume of the solid gener-ated is equal to the product of the surface generated hy the base of the tinangle and one third of its altitude. X.
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