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While some synonyms are somewhat similar in meaning (e.g. ' suitable ' and ' reasonable ', ' fitting ' and ' in balance '), many present in Swedish do not exist in Norwegian and vice versa. The Norwegian words passelig and the more common passe are very similar, translating roughly as ' fitting, adequate, suitable ' in English.
Consideration need not be adequate. Consideration need not necessarily be equal in value to something given. So long as consideration exists, the courts are not concerned as to adequacy, provided it is for some value. Additionally, under the Indian Contract Act 1872, any consideration is invalid if it is: Forbidden by law [a]
The advice in this guideline is not limited to the examples provided and should not be applied rigidly. If a word can be replaced by one with less potential for misunderstanding, it should be. [1] Some words have specific technical meanings in some contexts and are acceptable in those contexts, e.g. claim in law.
Perfect is the enemy of good is an aphorism that means insistence on perfection often prevents implementation of good improvements. Achieving absolute perfection may be impossible; one should not let the struggle for perfection stand in the way of appreciating or executing on something that is imperfect but still of value.
Acedia, engraving by Hieronymus Wierix, 16th century. Acedia (/ ə ˈ s iː d i ə /; also accidie or accedie / ˈ æ k s ɪ d i /, from Latin acēdia, and this from Greek ἀκηδία, "negligence", ἀ-"lack of" -κηδία "care") has been variously defined as a state of listlessness or torpor, of not caring or not being concerned with one's position or condition in the world.
I have not paid enough stamps to get my full state pension) star jump a form of exercise (US: jumping jack) sticky-backed plastic large sheet of thin, soft, coloured plastic that is sticky on one side; generic term popularised by craft segments on the children's TV show Blue Peter (US similar: contact paper) sticky wicket
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If P is sufficient for Q, then knowing P to be true is adequate grounds to conclude that Q is true; however, knowing P to be false does not meet a minimal need to conclude that Q is false. The logical relation is, as before, expressed as "if P, then Q" or "P ⇒ Q". This can also be expressed as "P only if Q", "P implies Q" or several other ...