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" I have mentioned mathematics as a way to settle in the mind a habit of reasoning closely and in train; not that I think it necessary that all men should be deep mathematicians, but that, having got the way of reasoning, which that study necessarily brings... "
Great Educators of Three Centuries: Their Work and Its Influence on Modern ... - Side 60
af Frank Pierrepont Graves - 1912 - 289 sider
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Posthumous Works

John Locke - 1706 - 352 sider
...fhould be deep Mathematicians, but that having got the way of Reafoning, which that ftudy neceffarily brings the Mind to, they might be able to transfer it to other parts of Knowledge as they fhall have occafion. For in all forts of Reafoning, every fmgle Argument mould be managed as a Mathematical...
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An Essay Upon Study: Wherein Directins are Given for the Due Conduct Thereof ...

John Clarke - 1731 - 380 sider
...Mathematicians, bnt that having got the Way of Reafoning, which that Study necefTarily brings the Mind to,they might be able to transfer it to other Parts of Knowledge, as they fhall have Occafion ; for in all Sorts of Reafoning, every Single Argument mould be managed as a Mathematical...
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Sir Isaac Newton's Two Treatises: Of the Quadrature of Curves, and Analysis ...

Isaac Newton - 1745 - 524 sider
...fhould be deep Mathematicians ; but that having got the way of reafoning, which that Study neceffarily brings the Mind to, they might be able to transfer it to other Parts of Knowledge, as they fhall have occafion. 1 think the Study of Mathematicks of infinite Ufe even to grown Men ; firft by...
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The Elements of Logick: In Four Books ... Design'd Particularly for Young ...

William Duncan - 1748 - 380 sider
...that, havi.ig got the Way of Reasoning which *' that Study neceflarily brings the Mind to, they " may be able to transfer it to other Parts of " Knowledge, as they fhall have Occafion., For " in all forts of R«afoning, every fingle Argument «' fliould be managed...
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Miscellanea Curiosa Mathematica: Or, The Literary Correspondence of ..., Bind 1

Francis Holliday - 1749 - 360 sider
...mould be deep mathematicians ; but that having got the way of reafoning, which diat ftudy neceflarily brings the mind to, they might be able to transfer it to other parts of knowledge, as they mall have occafion : for in all forts of reafoning, every fingle argument mould be managed as a mathematical...
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The Monthly Review

1709 - 578 sider
...habit of reasoning closely, and in1 train, is to exercise ourselves in mathematical demonstrations ; that having got the way of reasoning which that study necessarily brings the mind to, they may be able to transfer k to other parts of knowlege as they shall have occasion. " This, however,...
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The Preceptor: Containing a General Course of Education. Wherein the ..., Bind 2

Robert Dodsley - 1758 - 586 sider
...but that, having got the Way of Reafoning which that Study neccSTarily btings the Mind to, they may be able to transfer it to other Parts of Knowledge, as they fhall have Occafion. For in all forts " of Reafoning, every fingle Argument fhould be managed as **...
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The preceptor: containing a general course of education [ed. by R. Dodsley].

Preceptor - 1758 - 590 sider
...that, having got the K Way of Reafoning which that Study neceffarily biings the " Mind to, they may be able to transfer it to other Parts of " Knowledge, as they (hall have Occafion. For in all forts " of Reafoning, every fingte Argument (hould be managed as "...
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An Essay Concerning Human Understanding, Bind 2

John Locke - 1796 - 554 sider
...mould be deep mathematicians, but that, having got the way of reafoning, which that ftudy necelfarily brings the mind to, they might be able to transfer it to other parts of knowledge, as they (hall have occafion. For, in all forts of reafoning, every fmgle argument fliould be managed as a mathematical...
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Encyclopædia Britannica: Or, A Dictionary of Arts, Sciences ..., Bind 10,Del 1

Colin Macfarquhar, George Gleig - 1797 - 422 sider
...but that, having got the way of reafoning which that (ludy ueceflarily brings the mind to, they may be able to transfer it to other parts of knowledge, as they (hall have occafion. g IX. But although the ftudy of mathematics be of all л» aid rf others the moil...
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