The manner of raising, ordering, and improving forrest-trees also, how to plant, make and keep woods, walks, avenues, lawns, hedges, &c. : with several figures proper for avenues and walks to end in, and convenient figures for lawns : also rules by M. Cook.

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Title
The manner of raising, ordering, and improving forrest-trees also, how to plant, make and keep woods, walks, avenues, lawns, hedges, &c. : with several figures proper for avenues and walks to end in, and convenient figures for lawns : also rules by M. Cook.
Author
Cook, Moses.
Publication
London :: Printed for Peter Parker ...,
1676.
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Subject terms
Forests and forestry -- Early works to 1800.
Link to this Item
http://name.umdl.umich.edu/A34425.0001.001
Cite this Item
"The manner of raising, ordering, and improving forrest-trees also, how to plant, make and keep woods, walks, avenues, lawns, hedges, &c. : with several figures proper for avenues and walks to end in, and convenient figures for lawns : also rules by M. Cook." In the digital collection Early English Books Online. https://name.umdl.umich.edu/A34425.0001.001. University of Michigan Library Digital Collections. Accessed May 8, 2025.

Pages

Example Second.

If a piece of Ground, or the side of a House be 100 Acres, Rods, or the like, and you measure it by a Scale of 12, and find it to be but 56 22/100, if you would know what Scale, in proportion to this, the Draft or Plot was drawn by, then work by the aforesaid Rules thus:

Find the Mean proportional Number of 100 and 56.22 thus, by ta∣king the half of them 2 Log. and the Number answering that, is the Mean proportional Number, as thus:

    Page 181

    • Logarithme of 100. is—2.00000
    • Log. of 56. 22. is—1.74989
    • 74 98/100 the mean Proportional 1.87494
    • Log. of 12 is—1.07918
    • Added—2.95412
    • The Number answering this Log. 1.20423

    Now the nearest in whole Numbers is 16, which is the Scale by which the Draft or Plot was drawn.

    This also you may work by Gunters Line, as is before shewed; for if you take the middle poynt between 100 and 56.22, you will find it to be neer 75; for if you set one poynt on or near 75, and extend the other to 100, that Extent will reach from 75 also to 56.22; so that 75 is the mean Proportional Number between them two.

    Then if you extend your Compasses from 56.22, to 75, that Ex∣tent will reach from 12 (the supposed Scale) to 16, the true Scale: thus having shewed you several hints of this Line of Numbers, I will here shew a few more.

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