Outrageously Funny Word Dictionary :: Involute

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What is the definition of involutes? 🙋

👉 Involutes are a type of curve in which the shape is not straight, but instead curves up and down like an arrow. They are often used to represent shapes that have curved sides or angles. For example, the "V" shape shown above has an involute as its characteristic feature. These curves can be drawn using a variety of tools such as a curve drawing program or by hand.


involutes

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What is the definition of involutely? 🙋

👉 Involutely is a term used in Chinese philosophy and medicine, which means being in an unbalanced or disordered state. It is often associated with physical illness such as dyspepsia (stomach pain) or kidney stones. Involutely refers to a state where one's body is not functioning properly due to internal disturbances or external factors.


involutely

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What is the definition of involutedly? 🙋

👉 Involutedly is a term that refers to something that has a curved or twisted shape. It can also be used in a metaphorical sense, meaning that something is unformed, incomplete, or lacking structure. For example, "She was an involutedly beautiful woman."


involutedly

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What is the definition of involuted? 🙋

👉 Involuted is a 2013 American science fiction film written and directed by Brian Yuzna, based on the novel "Volatile" by David W. Gilmour. The film stars James Franco, Elizabeth Olsen, and Michael Shannon. The plot follows two young people who are both in love with someone else at the same time, but they have different relationships with their respective partners. The term involuted is often used to describe a person or object that appears to be twisted


involuted

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What is the definition of involute? 🙋

👉 The term "involute" is a mathematical term that refers to the process of creating an ellipse by rotating an arc around a fixed point. This is done by using a curve, typically a circle or ellipse itself, as the center of rotation and the starting point for the arc. To create an involute, one would first rotate the given curve around its own center, then find the intersection with the x-axis to form an "involute" curve. The involute is defined by


involute

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