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praised    音标拼音: [pr'ezd]
Praise \Praise\, v. t. [imp. & p. p. {Praised}; p. pr. & vb. n.
{Praising}.] [OE. preisen, OF. preisier, prisier, F. priser,
L. pretiare to prize, fr. pretium price. See {Price}, n., and
cf. {Appreciate}, {Praise}, n., {Prize}, v.]
1. To commend; to applaud; to express approbation of; to
laud; -- applied to a person or his acts. "I praise well
thy wit." --Chaucer.
[1913 Webster]

Let her own works praise her in the gates. --Prov.
xxxi. 31.
[1913 Webster]

We praise not Hector, though his name, we know,
Is great in arms; 't is hard to praise a foe.
--Dryden.
[1913 Webster]

2. To extol in words or song; to magnify; to glorify on
account of perfections or excellent works; to do honor to;
to display the excellence of; -- applied especially to the
Divine Being.
[1913 Webster]

Praise ye him, all his angels; praise ye him, all
his hosts! --Ps. cxlviii.
2.
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3. To value; to appraise. [Obs.] --Piers Plowman.
[1913 Webster]

Syn: To commend; laud; eulogize; celebrate; glorify; magnify.

Usage: To {Praise}, {Applaud}, {Extol}. To praise is to set
at high price; to applaud is to greet with clapping;
to extol is to bear aloft, to exalt. We may praise in
the exercise of calm judgment; we usually applaud from
impulse, and on account of some specific act; we extol
under the influence of high admiration, and usually in
strong, if not extravagant, language.
[1913 Webster]


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  • Square Root of 123 + Solution With Free Steps - The Story of Mathematics
    The square root of 123 can be expressed as √123, equivalent to y, where the symbol √ is called the square root The square root of a number produces the number that, when multiplied by itself, produces the actual number For instance, the square root of 123 is 11 09, which means 11 09 x 11 09 = 123
  • What is the Square Root of 123? Information and Calculator
    The square root of 123 is the number, which multiplied by itself 2 times, is 123 In other words, this number to the power of 2 equals 123 Besides the real values of along with an explanation, on this page you can also find what the elements of the square root of 123 are called
  • Square Root of 123 - How to Find the Square Root of 123? - Cuemath
    The square root of 123 can be written as √123 This is raising 123 to the power ½ In this mini lesson, we will learn about the square root of 123 and find out whether the square root of 123 is rational or irrational
  • Square Root of 123 | How to Find the Value of √123 - BrightChamps
    What Is the Square Root of 123? The square root of 123 is ±11 0905365, where 11 0905365 is the positive solution of the equation x 2 = 123 Finding the square root is just the inverse of squaring a number and hence, squaring 11 0905365 will result in 123
  • What Is The Square Root of 123?
    How Do You Calculate The Square Root of 123? To calculate the square root of a number, you need to find the number that when multiplied by itself, gives you the original number For example, the square root of 123 is 11 09053651, because 11 09053651 x 11 09053651 = 123 This means the square root of 123 is 11 09053651 How do you calculate the
  • What is Square Root of 123 - EasyCalculation
    What is Square Root of 123 ? The square root is a number which results in a specific quantity when it is multiplied by itself The square root of 123 is 11 09054
  • Square Root of 123 - Calculator Online
    What is the square root of 123? The square root of 123 is 11 090536506409 Express square root of 123 in decimal form, How to simplify square root of 123 radical calculator
  • Flexi answers - What is the square root of 123? - CK-12 Foundation
    What is the square root of 123? The square root of 123 is 11 091 The square root of a natural number is that number which, when multiplied by itself, gives b as the product We denote the square root of b by b Thus, b = a ⇔ b = a 2 Let us now find the square root of 123
  • Square Root of 123: Calculation Simplified - Maths-Calculators
    Learn about the square root of 123, an irrational number, and understand its calculation process Discover methods for precise square root calculations and its relevance in mathematics and practical applications





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