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Figure 2. —Sketch map of Lake Wakatipu showing relevant geographical details, the line of greatest depth (---), and the transversals used for calculating “the normal curve". Every fifth transversal is referenced ; the number on the left being a reference number, and the number on the right (times 10 11 sq. cm.) being the area of the surface of the lake between the transversal and the Kingston end of the lake (i.e., the quantity x in the text). Alongside transversal 5 is a sketch describing b(x) and h(x).

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Permanent link to this item

https://paperspast.natlib.govt.nz/periodicals/TRSGEN19651208.2.2.2

Bibliographic details

Transactions of the Royal Society of New Zealand : General, Volume 1, Issue 17, 8 December 1965, Page 185

Word Count
86

Figure 2.—Sketch map of Lake Wakatipu showing relevant geographical details, the line of greatest depth (---), and the transversals used for calculating “the normal curve". Every fifth transversal is referenced; the number on the left being a reference number, and the number on the right (times 1011 sq. cm.) being the area of the surface of the lake between the transversal and the Kingston end of the lake (i.e., the quantity x in the text). Alongside transversal 5 is a sketch describing b(x) and h(x). Transactions of the Royal Society of New Zealand : General, Volume 1, Issue 17, 8 December 1965, Page 185

Figure 2.—Sketch map of Lake Wakatipu showing relevant geographical details, the line of greatest depth (---), and the transversals used for calculating “the normal curve". Every fifth transversal is referenced; the number on the left being a reference number, and the number on the right (times 1011 sq. cm.) being the area of the surface of the lake between the transversal and the Kingston end of the lake (i.e., the quantity x in the text). Alongside transversal 5 is a sketch describing b(x) and h(x). Transactions of the Royal Society of New Zealand : General, Volume 1, Issue 17, 8 December 1965, Page 185

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