Key to Ray's Algebra, Parts First And Second : Containing Statements And Solutions of Questions With Remarks And Notes ; Also An Appendix Containing Indiscriminate And Diophantine Analysis, Properties of Numbers, And Scales of Notation

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(13) Referring again to example 6, we have a^-|-i^]>2ai, subtract ab from each member ; a^ — ai-j-i^^ ab, multiply each side by a-\-b, we iiave a? -\-¥~^a''b-\-ab- , divide each side by a^i', a' I /;' ^.^ aV} , aV , .
— + — > — + — , or reducing, h'^a^^b^a 11 122 KEY TO PAR'i SECOND 04) Fi'om question (j, we have also a2_|_c2^2(zc, una C^-(-'3^^26c, from whir.li, by adding together the corresponding mem- bers, and dividing each member by 2, we have (!5; — II^>, or +h''y, or , or 2a^i^
... add a^-{-¥ to each member, a''+a'h-\-a¥+b'ya'+2aVy'+b-' ; dividing each member by a-{-h, and then by a^-|-&', we haie " "^ ]>'' ~r , which establishes the proposition.

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