Adjective:

அளவுக்கிணங்காத,

incommensurable தமிழ் அர்த்தத்தின் உதாரணம்:

ஆர்யபட்டா ஆசன்ன (நெருங்குகிறது) என்ற வார்த்தையை பயன் படுத்தினார், அது கடைசி வார்த்தைக்கு முன்னால் இடம் பெற்றிருக்கும், அதன் மூலம் இது தோராயமானதாகவும், ஆனால் அதன் மதிப்பு அளவுக்கிணங்காததும் ஆகும் (அல்லது விகிதமுறாத எண்).

incommensurable's Usage Examples:

"His incommensurable and indescribable masterpiece of mingled humour, wisdom, satire, erudition, indecency, profundity, levity, imagination, realism, reflects the whole age in its mirror of hyperAristophanic farce.

"converges to an incommensurable limit if after some finite value of n the condition anThis ratio, invariably denoted by 7r, is constant for all circles, but it does not admit of exact arithmetical expression, being of the nature of an incommensurable number.

But for the literary life of both poets the gain was incommensurable.

"For the application of continued fractions to the problem " To find the fraction, whose denominator does not exceed a given integer D, which shall most closely approximate (by excess or defect, as may be assigned) to a given number commensurable or incommensurable," the reader is referred to G.

His incommensurable and indescribable masterpiece of mingled humour, wisdom, satire, erudition, indecency, profundity, levity, imagination, realism, reflects the whole age in its mirror of hyperAristophanic farce.

If this be applied to the right-hand side of the identity m m m 2 m2 tan-- - n n -3n-5n" it follows that the tangent of every arc commensurable with the radius is irrational, so that, as a particular case, an arc of 45 having its tangent rational, must be incommensurable with the radius; that is to say, 3r/4 is an incommensurable number.

- an verges to an incommensurable limit if after some finite value of n the condition a n ?b n +I is always satisfied, where the sign > need not always occur but must occur infinitely often.

converges to an incommensurable limit if after some finite value of n the condition an” If in the infinite continued fraction of the second class an?bn+i for all values of n, it converges to a finite limit not greater than unity.

The attempt to apply numerical methods to the comparison of geometrical quantities led to the doctrine of incommensurables, and to that of the infinite divisibility of space.

These results were given by Lambert, and used by him to !prove that r and ir 2 are incommensurable, and also any commensurable power of e.

If the number is incommensurable or consists of more than seven figures, we can take the first seven figures of it (or multiply and divide the result by any factor, and take the first seven figures of the result) and proceed as before.

Any quantity, commensurable or incommensurable, can be expressed uniquely as a simple continued fraction, terminating in the case of a commensurable quantity, non-terminating in the case of an incommensurable quantity.

incommensurable values.

Synonyms:

incommensurate,

Antonyms:

worst, commensurate,