What is another word for thirty-second?

Pronunciation: [θˈɜːtisˈɛkənd] (IPA)

When it comes to time measurement, we often use seconds as a unit. But what if we need to describe a duration that is less than a minute, specifically 30 seconds? Instead of repeating the phrase "thirty-second" over and over again, there are various synonyms that can be used. Some alternatives include half a minute, 0.5 minutes, one half of a minute, 30 ticks, 1800 frames (in film or video), and a mini moment. Additionally, in music, a 30-second duration is often described as a half-note, while in sports, it may be referred to as a half-minute play or a half-minute sprint. Whatever the context, having a few different words to describe a short time span can help keep your writing more varied and interesting.

What are the paraphrases for Thirty-second?

Paraphrases are restatements of text or speech using different words and phrasing to convey the same meaning.
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What are the hypernyms for Thirty-second?

A hypernym is a word with a broad meaning that encompasses more specific words called hyponyms.

What are the opposite words for thirty-second?

The antonyms for the term "thirty-second" are varied and depends on the context. In terms of time, the antonym would be a longer duration, such as a minute or an hour. In units of measurement, the antonym would be a larger quantity, such as a gallon or a foot. In sports or racing, an antonym to "thirty-second" might be a faster time, such as a "twenty-nine second" speed. Conversely, in music, an antonym would be a slower tempo or a larger unit of time, such as a "half-note" or a "measure." Overall, the antonyms for "thirty-second" are dependent upon the context in which the term is being used.

What are the antonyms for Thirty-second?

Famous quotes with Thirty-second

  • Blaise Pascal used to mark with charcoal the walls of his playroom, seeking a means of making a circle perfectly round and a triangle whose sides and angle were all equal. He discovered these things for himself and then began to seek the relationship which existed between them. He did not know any mathematical terms and so he made up his own. Using these names he made axioms and finally developed perfect demonstrations, until he had come to the thirty-second proposition of Euclid.
    C. M. Cox

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