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" Construction of a triangle equal in area to a given polygon. Construction of tangents to a circle and of common tangents to two circles. "
The New Zealand University Calendar - Page 61
by University of New Zealand - 1904
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The School World: A Monthly Magazine of Educational Work and Progress, Volume 5

Education - 1903 - 692 pages
...into a given number of equal parts or into parts in any given proportions. Constructions of a triangle equal in area to a given polygon. Construction of...the construction of circles from sufficient data. Construct!"!) of a fourth proportional to three given straight lines and a mean proportional to two...
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Manual

1903 - 898 pages
...of data ; division of straight lines into a given number of equal parts; construction of a triangle equal in area to a given polygon ; construction of tangents to a circle ; construction of common tangents to two circles. THEORETICAL GEOMETBY. Tlie substance of the theorems...
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Regulations for the Instruction and Training of Pupil-teachers

Great Britain. Board of Education - Teachers - 1905 - 74 pages
...given angle. Division of straight lines into a given number of equal parts. Construction of a triangle equal in area to a given polygon. Construction of tangents to a circle. Construction of common tangents to two circles. Construction of circumscribed, inscribed, and escribed...
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The New Code (1905) of Regulations for ... Schools: Training Colleges ...

National Union of Teachers, Sir James Henry Yoxall, Ernest Gray - Educational law and legislation - 1905 - 458 pages
...given angle. Division of straight lines into a given number of equal parts. Construction of a triangle equal in area to a given polygon. Construction of tangents to a circle. Construction of common tangents to two circles. Construction of circumscribed, inscribed, and escribed...
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Calendar

University of Allahabad - 1910 - 682 pages
...into a given number of equal parts or into parts in any given proportions. Construction of a triangle equal in area to a given polygon. Construction of...cases of the construction of circles from sufficient Hat.a. Construction of a fourth proportional to three given straight lines and a mean proportional...
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Calendar

University of Allahabad - 1911 - 726 pages
...into a given number of equal parts or into parts in any given proportions. Construction of a triangle equal in area to a given polygon. Construction of tangents to a circle and of comiuon tangents to two circles. Simple cases of the construction of circles from sufficient data....
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Calendar

University of Allahabad - 1912 - 918 pages
...into a given number of equal parts of into parts in any given proportions. Construction of a triangle equal in area to a given polygon. Construction of...Construction of a fourth proportional to three given str.iight lines and a mean proportional to two given straight lines Construction of regular figures...
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Special Reports on Educational Subjects, Volumes 26-27

Great Britain. Board of Education - Education - 1912 - 1044 pages
...into parts in any given proportion. 7. Construction of a triangle equal in area to a given polygon. 8. Construction of tangents to a circle and of common tangents to two circles. 9. Simple cases of the construction of circles from sufficient data. 10. Construction of a fourth proportional...
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The Teaching of Mathematics in the United Kingdom

Great Britain. Board of Education - Mathematics - 1912 - 632 pages
...into parts in any given proportion. 7. Construction of a triangle equal in area to a given polygon. 8. Construction of tangents to a circle and of common tangents to two circles. 9. Simple cases of the construction of circles from sufficient data. 10. Construction of a fourth proportional...
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Calendar

University of Allahabad - 1913 - 692 pages
...into a given number of equal parts or into parts in any given proportions. Construction of a triangle equal in area to a given polygon. Construction of...circles. Simple cases of the construction of circles from sufficien data. r II Construction of a fourth proportional to three given straight lines and a mean...
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