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Thomas Baker

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Born	1624 or 5
Died	1690

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The unspotted high-court of justice erected and discovered in three sermons preached in London and other places

by Thomas Baker First published in 1657
3 editions

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A catalogue of the mathematical works of the learned Mr. Thomas Baker, Rector of Bishop Nympton in Devonshire: with a proposal about printing the same, and first one intituled The geometrical key, or, The gate of æquations unlockt

by Thomas Baker First published in 1683
2 editions

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The geometrical key: or The gate of equations unlock'd: A new discovery of the constructin of all equations, howsoever affected, not exceeding the fourth degree; viz. of, linears. qvadratecs, cvbics, biqvdratecs; and the finding of all their roots, as well false, as true; without the use of mesolabe, trisection of angles; without reduction, depression, or any other previous preparation of equations, by a circle, and any (and that but one only) parabole ...

by Thomas Baker First published in 1684
2 editions

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The geometrical key: or, The gate of equations unlock'd : a new discovery of the construction of all equations, howsoever affected, not exceeding the fourth degree, viz., of linears, quadratics, cubics, biquadratics; and the finding of all their roots, as well false, as true, without the use of mesolabe, trisection of angles, without reduction, depression, or any other previous preparation of equations, by a circle, and any (and that but one only) parabole : and this, by one only general rule, than which a more simple, more perfect, more general, more easie to be understood, or more fit for practice, cannot be devised or wished for : fortified with demonstrations, illustrated with figures, to each equation, and exemplified with numeral equations, (according to all the varieties of cases,) adapted to each figure : for the use of young mathematicians, a work hitherto desired

by Thomas Baker First published in 1684
1 edition

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Clavis geometrica catholica. The geometrical key: or the gate of equations unlock'd: a new discovery of the construction of all equations ... not exceeding the fourth degree; viz. of, linears, quadratics, cubics, biquadratics; and the finding of all their roots ... without the use of mesolable, trisection of angles; without reduction, depression, or any other previous preparation of equations, by a circle, and any ... parabole. And this, by one only general rule ... Fortified with demonstrations

by Thomas Baker First published in 1684
1 edition, 1 ebook
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Born	1624 or 5
Died	1690

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OLID: OL4770845A

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