a. and sb. [ad. L. expōnent-em, pr. pple. of expōnĕre: see EXPONE v.]

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  A.  adj. That sets forth or interprets. In Logic, of a proposition.

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1581.  J. Bell, Haddon’s Answ. Osor., 111. The very same rule … framyng a sounde & probable Argument from the proposition Exponent, to the Exclusiue.

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1847.  Sir W. Hamilton, Lett. to A. De Morgan, 6. The doctrine of which the Requirements were exponent.

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  B.  sb. One who or that which sets forth.

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  1.  One who sets forth in words, expounds or interprets; in recent use occas. one who ‘interprets’ music, an executant. Also, that which serves to explain or interpret.

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1812.  Coleridge, in Southey’s Omniana, II. 12. Whatever is common to all languages … must be the Exponent and Consequent of the common consciousness of man.

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1834.  H. N. Coleridge, Grk. Poets (ed. 2), 28. One of those tongues may be an imperfect exponent of the other.

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1841.  Myers, Cath. Th., IV. § 31. 231. They consider that JESUS CHRIST is the clearest exponent of His own purposes.

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1856.  Froude, Hist. Eng. (1858), II. vi. 13. This form of discontent found its exponent in John Wycliffe.

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1875.  Ouseley, Mus. Form, ii. 27. Vocal music is very dependant on the words to which it is set, and of which it should be the exponent.

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  2.  Math. a. Algebra. A symbol denoting the number of times a particular quantity is to be taken as a factor to produce the power indicated; an index. It is now written as a small letter or figure at the right hand of and above the symbol of the quantity affected by it. † b. Exponent of the Ratio (see quot. 1706). c. Physics. Exponent of Refraction: = ‘index’ or ‘coefficient’ of refraction (? obs.).

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1706.  Phillips (ed. Kersey), Exponent of the Ratio or Proportion between two Numbers or Quantities, is the Quotient arising, when the Antecedent is divided by the Consequent. Thus 6 is the Exponent of the Ratio that 30 has to 5.

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1734.  Berkeley, Analyst, § 45. We may often observe that the Exponents of Fluxions … are confounded with the Fluxions themselves.

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1807.  Hutton, Course Math., II. 283. Whether the exponent be positive or negative, integral or fractional.

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1859.  Barn. Smith, Arith. & Algebra (ed. 6), 198. The figures 2, 3 … m … are called Exponents.

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  3.  He who or that which sets forth as a representative or type, as a symbol or index.

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1825.  Coleridge, Aids Refl. (1848), I. 260. To one or other of these four heads all the numerous forms and exponents of Christ’s mediation in St. Paul’s writings may be referred.

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1833.  Ht. Martineau, Fr. Wines & Pol., ix. 145. Price is the exponent of exchangeable value.

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1842.  Grove, Corr. Phys. Forces (1850), 25. The motion of the mass becomes the exponent of the amount of heat of the molecules.

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1880.  L. Stephen, Pope, v. 135. Theobald … as a plodding antiquarian, was an excellent exponent of dullness.

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