What is another word for lead up?

Pronunciation: [lˈiːd ˈʌp] (IPA)

"Lead up" is a phrase that is often used to describe the gradual approach to something, or the way in which a situation develops over time. However, there are numerous synonyms that can be used in place of "lead up" to convey a similar idea. Some of these synonyms include "build towards," "culminate in," "progress to," "approach," "prepare for," "move towards," "tend to," and "pave the way for." Each of these phrases can be used to describe the process of bringing about a certain outcome or event, and can add variety and interest to one's writing or speaking.

Synonyms for Lead up:

What are the hypernyms for Lead up?

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

What are the hyponyms for Lead up?

Hyponyms are more specific words categorized under a broader term, known as a hypernym.

Famous quotes with Lead up

  • A lot of action movies today seem to have scenes that just lead up to the action.
    Jason Statham
  • In the lead up to the Iraq war and its later conduct, I saw at a minimum, true dereliction, negligence and irresponsibility, at worse, lying, incompetence and corruption.
    Anthony Zinni
  • There is no better moment than moment, when we're anticipating the actual moment itself. All of the moments that lead up to the actual moment are truly the best moments. Those are the moments that are filled with good times. Those are the moments in which you are able to think that it is going to be perfect, when the moment actually happens. But, the moment is reality, and reality always kinda sucks!
    Lewis Black
  • Hippocrates himself is an example of the concurrent study of the two departments. On the one hand, he was the first of the Greeks who is known to have compiled a book of Elements. This book, we may be sure, contained in particular the most important propositions about the circle included in Euclid, Book III. But a much more important proposition is attributed to Hippocrates; he is said to have been the first to prove that circles are to one another as the squares on their diameters (= Eucl. XII., 2) with the deduction that similar segments of circles are to one another as the squares on their bases. These propositions were used by him in his tract on the squaring of , which was intended to lead up to the squaring of the circle. The latter problem is one which must have exercised practical geometers from time immemorial. Anaxagoras for instance is said to have worked at the problem while in prison.
    Thomas Little Heath
  • “Long ago we parted,” said the slight, still man of the Fiia. “Longer ago we were one. What we are not, they are. What we are, they are not. Think of the sunlight and the grass and the trees that bear fruit, Semley; think that not all roads that lead down lead up as well.”
    Ursula K. Le Guin

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