Page:Scientific Memoirs, Vol. 3 (1843).djvu/721

 {|
 * +DIAGRAM BELONGING TO NOTE D.
 * 
 * 
 * Variables for Data.
 * Working Variables
 * Variables for Results.
 * $$\scriptstyle{^1\mathbf{V}_0}$$
 * $$\scriptstyle{^1\mathbf{V}_1}$$
 * $$\scriptstyle{^1\mathbf{V}_2}$$
 * $$\scriptstyle{^1\mathbf{V}_3}$$
 * $$\scriptstyle{^1\mathbf{V}_4}$$
 * $$\scriptstyle{^1\mathbf{V}_5}$$
 * $$\scriptstyle{^0\mathbf{V}_6}$$
 * $$\scriptstyle{^0\mathbf{V}_7}$$
 * $$\scriptstyle{^0\mathbf{V}_8}$$
 * $$\scriptstyle{^0\mathbf{V}_9}$$
 * $$\scriptstyle{^0\mathbf{V}_1}$$
 * $$\scriptstyle{^0\mathbf{V}_{11}}$$
 * $$\scriptstyle{^0\mathbf{V}_{12}}$$
 * $$\scriptstyle{^0\mathbf{V}_{13}}$$
 * $$\scriptstyle{^0\mathbf{V}_{14}}$$
 * $$\scriptstyle{^0\mathbf{V}_{15}}$$
 * $$\scriptstyle{^0\mathbf{V}_{16}}$$
 * 0
 * 0
 * 0
 * 0
 * 0
 * 0
 * 0
 * 0
 * 0
 * 0
 * 0
 * 0
 * 0
 * 0
 * 0
 * 0
 * 0
 * 0
 * 0
 * 0
 * 0
 * 0
 * 0
 * 0
 * 0
 * 0
 * 0
 * 0
 * 0
 * 0
 * 0
 * 0
 * 0
 * 0
 * 0
 * 0
 * 0
 * 0
 * 0
 * 0
 * 0
 * 0
 * 0
 * 0
 * 0
 * 0
 * 0
 * 0
 * 0
 * 0
 * 0
 * 0
 * 0
 * 0
 * 0
 * 0
 * 0
 * 0
 * 0
 * 0
 * 0
 * 0
 * 0
 * 0
 * 0
 * 0
 * 0
 * 0
 * 1
 * $$\scriptstyle{m}$$
 * $$\scriptstyle{n'}$$
 * $$\scriptstyle{mn'}$$
 * 2
 * $$\scriptstyle{n}$$
 * $$\scriptstyle{m'}$$
 * $$\scriptstyle{m'n}$$
 * 3
 * $$\scriptstyle{d}$$
 * $$\scriptstyle{dn'}$$
 * 4
 * 0
 * $$\scriptstyle{d'}$$
 * $$\scriptstyle{d'n}$$
 * 5
 * 0
 * 0
 * $$\scriptstyle{d'm}$$
 * 6
 * 0
 * 0
 * $$\scriptstyle{dm'}$$
 * 7
 * 0
 * 0
 * $$\scriptstyle{(mn'-m'n)}$$
 * 8
 * 0
 * 0
 * $$\scriptstyle{(dn'-d'n)}$$
 * 9
 * 0
 * 0
 * $$\scriptstyle{(d'm-dm')}$$
 * 10
 * $$\scriptstyle{(mn'-m'n)}$$
 * 0
 * $$\scriptstyle{\frac{dn'-d'n}{mn'-m'n}=x}$$
 * 11
 * 0
 * 0
 * $$\scriptstyle{\frac{d'm-dm'}{mn'-m'n}=y}$$
 * }
 * 1
 * $$\scriptstyle{m}$$
 * $$\scriptstyle{n'}$$
 * $$\scriptstyle{mn'}$$
 * 2
 * $$\scriptstyle{n}$$
 * $$\scriptstyle{m'}$$
 * $$\scriptstyle{m'n}$$
 * 3
 * $$\scriptstyle{d}$$
 * $$\scriptstyle{dn'}$$
 * 4
 * 0
 * $$\scriptstyle{d'}$$
 * $$\scriptstyle{d'n}$$
 * 5
 * 0
 * 0
 * $$\scriptstyle{d'm}$$
 * 6
 * 0
 * 0
 * $$\scriptstyle{dm'}$$
 * 7
 * 0
 * 0
 * $$\scriptstyle{(mn'-m'n)}$$
 * 8
 * 0
 * 0
 * $$\scriptstyle{(dn'-d'n)}$$
 * 9
 * 0
 * 0
 * $$\scriptstyle{(d'm-dm')}$$
 * 10
 * $$\scriptstyle{(mn'-m'n)}$$
 * 0
 * $$\scriptstyle{\frac{dn'-d'n}{mn'-m'n}=x}$$
 * 11
 * 0
 * 0
 * $$\scriptstyle{\frac{d'm-dm'}{mn'-m'n}=y}$$
 * }
 * $$\scriptstyle{d}$$
 * $$\scriptstyle{dn'}$$
 * 4
 * 0
 * $$\scriptstyle{d'}$$
 * $$\scriptstyle{d'n}$$
 * 5
 * 0
 * 0
 * $$\scriptstyle{d'm}$$
 * 6
 * 0
 * 0
 * $$\scriptstyle{dm'}$$
 * 7
 * 0
 * 0
 * $$\scriptstyle{(mn'-m'n)}$$
 * 8
 * 0
 * 0
 * $$\scriptstyle{(dn'-d'n)}$$
 * 9
 * 0
 * 0
 * $$\scriptstyle{(d'm-dm')}$$
 * 10
 * $$\scriptstyle{(mn'-m'n)}$$
 * 0
 * $$\scriptstyle{\frac{dn'-d'n}{mn'-m'n}=x}$$
 * 11
 * 0
 * 0
 * $$\scriptstyle{\frac{d'm-dm'}{mn'-m'n}=y}$$
 * }
 * 5
 * 0
 * 0
 * $$\scriptstyle{d'm}$$
 * 6
 * 0
 * 0
 * $$\scriptstyle{dm'}$$
 * 7
 * 0
 * 0
 * $$\scriptstyle{(mn'-m'n)}$$
 * 8
 * 0
 * 0
 * $$\scriptstyle{(dn'-d'n)}$$
 * 9
 * 0
 * 0
 * $$\scriptstyle{(d'm-dm')}$$
 * 10
 * $$\scriptstyle{(mn'-m'n)}$$
 * 0
 * $$\scriptstyle{\frac{dn'-d'n}{mn'-m'n}=x}$$
 * 11
 * 0
 * 0
 * $$\scriptstyle{\frac{d'm-dm'}{mn'-m'n}=y}$$
 * }
 * $$\scriptstyle{dm'}$$
 * 7
 * 0
 * 0
 * $$\scriptstyle{(mn'-m'n)}$$
 * 8
 * 0
 * 0
 * $$\scriptstyle{(dn'-d'n)}$$
 * 9
 * 0
 * 0
 * $$\scriptstyle{(d'm-dm')}$$
 * 10
 * $$\scriptstyle{(mn'-m'n)}$$
 * 0
 * $$\scriptstyle{\frac{dn'-d'n}{mn'-m'n}=x}$$
 * 11
 * 0
 * 0
 * $$\scriptstyle{\frac{d'm-dm'}{mn'-m'n}=y}$$
 * }
 * $$\scriptstyle{(mn'-m'n)}$$
 * 8
 * 0
 * 0
 * $$\scriptstyle{(dn'-d'n)}$$
 * 9
 * 0
 * 0
 * $$\scriptstyle{(d'm-dm')}$$
 * 10
 * $$\scriptstyle{(mn'-m'n)}$$
 * 0
 * $$\scriptstyle{\frac{dn'-d'n}{mn'-m'n}=x}$$
 * 11
 * 0
 * 0
 * $$\scriptstyle{\frac{d'm-dm'}{mn'-m'n}=y}$$
 * }
 * 0
 * 0
 * $$\scriptstyle{(dn'-d'n)}$$
 * 9
 * 0
 * 0
 * $$\scriptstyle{(d'm-dm')}$$
 * 10
 * $$\scriptstyle{(mn'-m'n)}$$
 * 0
 * $$\scriptstyle{\frac{dn'-d'n}{mn'-m'n}=x}$$
 * 11
 * 0
 * 0
 * $$\scriptstyle{\frac{d'm-dm'}{mn'-m'n}=y}$$
 * }
 * 0
 * 0
 * $$\scriptstyle{(d'm-dm')}$$
 * 10
 * $$\scriptstyle{(mn'-m'n)}$$
 * 0
 * $$\scriptstyle{\frac{dn'-d'n}{mn'-m'n}=x}$$
 * 11
 * 0
 * 0
 * $$\scriptstyle{\frac{d'm-dm'}{mn'-m'n}=y}$$
 * }
 * $$\scriptstyle{(d'm-dm')}$$
 * 10
 * $$\scriptstyle{(mn'-m'n)}$$
 * 0
 * $$\scriptstyle{\frac{dn'-d'n}{mn'-m'n}=x}$$
 * 11
 * 0
 * 0
 * $$\scriptstyle{\frac{d'm-dm'}{mn'-m'n}=y}$$
 * }
 * $$\scriptstyle{(mn'-m'n)}$$
 * 0
 * $$\scriptstyle{\frac{dn'-d'n}{mn'-m'n}=x}$$
 * 11
 * 0
 * 0
 * $$\scriptstyle{\frac{d'm-dm'}{mn'-m'n}=y}$$
 * }
 * $$\scriptstyle{(mn'-m'n)}$$
 * 0
 * $$\scriptstyle{\frac{dn'-d'n}{mn'-m'n}=x}$$
 * 11
 * 0
 * 0
 * $$\scriptstyle{\frac{d'm-dm'}{mn'-m'n}=y}$$
 * }
 * 0
 * 0
 * $$\scriptstyle{\frac{d'm-dm'}{mn'-m'n}=y}$$
 * }
 * 0
 * 0
 * $$\scriptstyle{\frac{d'm-dm'}{mn'-m'n}=y}$$
 * }
 * 0
 * 0
 * $$\scriptstyle{\frac{d'm-dm'}{mn'-m'n}=y}$$
 * }
 * 0
 * 0
 * $$\scriptstyle{\frac{d'm-dm'}{mn'-m'n}=y}$$
 * }
 * $$\scriptstyle{\frac{d'm-dm'}{mn'-m'n}=y}$$
 * }