We use terms from our personal experience with individuals such as `` trust '', `` cheat '', and `` get tough ''.

We note the use of rhetoric as a weapon, the manipulation of the masses by propaganda, the `` mobilization '' of effort and resources.

We no longer use the particular terms of Lessing and Victor Hugo.

We must use common sense in applying conditions

We are initiating research on the use of solid state materials for infrared detection using a method which will not require cooling of materials to attain high sensitivity.

We use the term `` bio-medicine '' because of the close interrelation between biology and medical research.

We found that wherever you can use two teams on a job, five men, not four, is the magic number ''.

We are preventing or averting pathogenic phenomena such as undue regression, unhealthy suppression and repression, excessive use of denial, and crippling guilt turned against the self.

We come upon a rabbit that has been caught in one of the brutal traps in common use.

We find it in that `` common way of life pleasing to Christ and still in use among the truest societies of Christians '', that is, the better monasteries which made it easier to convert the Utopians to Christianity.

Mainstream Christianity professes belief in the Nicene Creed, and English versions of the Nicene Creed in current use include the phrase: " We look for the resurrection of the dead, and the life of the world to come ".

Marlborough realised the great opportunity created by the early victory of Ramillies: " We now have the whole summer before us ," wrote the Duke from Brussels to Robert Harley, " and with the blessing of God I shall make the best use of it.

We use the stronger statement that every odd ( antipode-preserving ) mapping h: S < sup > n-1 </ sup > → S < sup > n-1 </ sup > has odd degree.

We use it to unify ourselves with our people and with Latin America.

I regard myself as Left of Centre which … is where a Party Leader ought to be … It is no use asking, “ What would Keir Hardie have done ?” We must have at the top men brought up in the present age, not, as I was, in the Victorian Age .’

We use that freedom to avoid paradoxes.

We deliberately use the phrase " with the addition of other means " because we also want to make it clear that war in itself does not suspend political intercourse or change it into something entirely different.

:"< sup >†</ sup > We shall use the expression ' computable function ' to mean a function calculable by a machine, and let ' effectively calculable ' refer to the intuitive idea without particular identification with any one of these definitions.

We will use the notation to denote the multiplicative inverse of, it is defined exactly when and are coprime ; the following construction explains why the coprimality condition is needed.

We had to use the letter ' O '".

We can use it as basis to say, " a < b " and " b > a ", two judgments which designate the same state of affairs.

An eighteenth-century response to the novel from the Monthly Review reads: “ We must hear no more of enchanted forests and castles, giants, dragons, walls of fire and other ‘ monstrous and prodigious things ;’ – yet still forests and castles remain, and it is still within the province of fiction, without overstepping the limits of nature, to make use of them for the purpose of creating surprise .”

#* We finally use the models in which the D < sub > n </ sub > hold ( in case all are not refutable ) in order to build a model in which φ holds.

We use synthetic division as follows:

::" And Be Merry " ( Eat Drink and Be Merry for Tomorrow We Die ) A lab biologist, female, takes advantage of her husband going off on an archeology trip, to use the privacy to experiment on herself for rejuvenation by a severe and dangerous method.

We erect a square with PQ as a side and with free corners Af and Af adjacent to P and Q respectively.

We might say " WR / KR1 " to communicate a white rook's being on the square commonly labeled as king's rook 1.

We may not be able to imagine a square circle, and of course, such a notion is self-contradictory.

We perceive the dark circles to be grouped together and the light circles to be grouped together forming six horizontal lines within the square of circles.

We arbitrarily identify one square as the " ant ".

We may never return to the square in the rest of the walk or we may visit a new part of it that was not explored initially.

They are tasty, incredibly nutritious, and easy to grow ... We grow them in wide mouthed mason jars with a square of nylon window screen screwed under a metal ring ".

We can use this fact to prove part of a famous result: for any prime p such that p ≡ 1 ( mod 4 ) the number (− 1 ) is a square ( quadratic residue ) mod p. For suppose p = 4k + 1 for some integer k. Then we can take m = 2k above, and we conclude that

We now illustrate the above Gibbs phenomenon in the case of the square wave described earlier.

We would then have 64 samples of the square, at places like ( 0. 2, 0. 8 ) and ( 0. 6, 0. 6 ).

We know this result has to be a square, because it is a product of three squares: 2 ^ 2 ( by the exponent ), ( n ( n + 1 ))/ 2 ( the n ' th triangular number, by proof assumption ), and the ( 2n + 1 )^ 2 ( by the exponent ).

He said, " We have nothing and we are back to square one.

We see on the left a square platform 5 inches above ground, 5 inches long and 4 inches wide, constructed of mud and covered with lime.

# We are now left with the equality a < sup > 2 </ sup >= b < sup > 2 </ sup > mod n from which we get two square roots of ( a < sup > 2 </ sup > mod n ), one by taking the square root in the integers of b < sup > 2 </ sup > namely b, and the other the a computed in step 4.

We also have a reduction in the other direction ; obviously, if we can multiply two numbers, we can square a number.

We imagine the object plane as being decomposed into square areas such as this, with each having its own associated square post function.

" As he pieced together the mystery of the man's life, Fletcher saw in it a discovery and reflection of himself, " We both valued solitude and silence and square, smoothed-off granite boulders.

Another geometric proof proceeds as follows: We start with the figure shown in the first diagram below, a large square with a smaller square removed from it.

We now consider the maximum possible initial score, that is when every square has a soldier on it.

We would now like to use the fact that the intensity is proportional to the square of the amplitude.

We also multiply by the square root of 1 / 2 = 0. 707 to help get the resulting number to be less than one.