英语词汇“of equal power”的英英意思、用法、释义、翻译、读音、例句、短语、词组-英语词典

†b. Geometry. in power [originally translating ancient Greek δυνάμει (Euclid)] : with regard to the squares of magnitudes of lines being compared, as distinguished from the magnitudes themselves. commensurable (also incommensurable) in power: (of two magnitudes) having commensurable (or incommensurable) squares. equal in power (also of equal power): (of a magnitude) having a square equal to the sum of the squares of two or more other magnitudes. Obsolete.

ΘΚΠ

the world > relative properties > number > mathematical number or quantity > [adverb] > in relation to squares of magnitudes

in power1570

1570 H. Billingsley tr. Euclid Elements Geom. x. f. 229 Right lines commensurable in power are such, whose squares one and the selfe same..area..doth measure.

1655 T. Stanley Hist. Philos. I. i. 17 Pythagoras sacrificed a Hecatomb, having found out, that the hypotenuse of a right angled triangle, is of equall power to the two sides, including the right angle.

1660 tr. I. Barrow Euclide's Elements x. 194 Right lines are commensurable in power, when the same space does measure their squares.

1669 S. Sturmy Mariners Mag. i. ii. 40 How to finde two Lines, which together shall be equal in Power to any Line given.

1702 V. Mandey tr. J. J. Hainlin Synopsis Mathematica: Astron. ii. v. 352 A Rectangled Parallelogram D O R E... The Diagonal of this Parallelogram D E is equal in power to the Sides D O and O E, or D R and R E.

1788 J. Williamson tr. Euclid Elements II. x. 83 The straight lines commensurable in length are always so in power, but..those commensurable in power are not always so in length.

单词	of equal power
释义	> as lemmas of equal power †b. Geometry. in power [originally translating ancient Greek δυνάμει (Euclid)] : with regard to the squares of magnitudes of lines being compared, as distinguished from the magnitudes themselves. commensurable (also incommensurable) in power: (of two magnitudes) having commensurable (or incommensurable) squares. equal in power (also of equal power): (of a magnitude) having a square equal to the sum of the squares of two or more other magnitudes. Obsolete. ΘΚΠ the world > relative properties > number > mathematical number or quantity > [adverb] > in relation to squares of magnitudes in power1570 1570 H. Billingsley tr. Euclid Elements Geom. x. f. 229 Right lines commensurable in power are such, whose squares one and the selfe same..area..doth measure. 1655 T. Stanley Hist. Philos. I. i. 17 Pythagoras sacrificed a Hecatomb, having found out, that the hypotenuse of a right angled triangle, is of equall power to the two sides, including the right angle. 1660 tr. I. Barrow Euclide's Elements x. 194 Right lines are commensurable in power, when the same space does measure their squares. 1669 S. Sturmy Mariners Mag. i. ii. 40 How to finde two Lines, which together shall be equal in Power to any Line given. 1702 V. Mandey tr. J. J. Hainlin Synopsis Mathematica: Astron. ii. v. 352 A Rectangled Parallelogram D O R E... The Diagonal of this Parallelogram D E is equal in power to the Sides D O and O E, or D R and R E. 1788 J. Williamson tr. Euclid Elements II. x. 83 The straight lines commensurable in length are always so in power, but..those commensurable in power are not always so in length. extracted from powern.¹ < as lemmas
随便看	θ222541 θ222542 θ222543 θ222544 θ222545 θ222546 θ222547 θ222548 θ222549 θ22255 θ222550 θ222551 θ222552 θ222553 θ222554 θ222555 θ222556 θ222557 θ222558 θ222559 θ22256 θ222560 θ222561 θ222562 θ222563

> as lemmas