"Eighties" Pronounce,Meaning And Examples
"Eighties" Natural Recordings by Native Speakers
"Eighties" Meaning
The word "eighties" refers to the decade from 1980 to 1989. It can also be used to describe a style, fashion, or culture that originated or was popular during this time period. For example: "The eighties were a time of great musical innovation, with the rise of genres like punk, new wave, and hip-hop."
"Eighties" Examples
Usage Examples for "Eighties"
The album's release in the eighties marked a significant shift in the band's musical direction.
Madonna's music and fashion sense were extremely popular in the eighties and defined a generation of young people.
The film was set in the eighties and featured a soundtrack with hits from Duran Duran and Wham!.
Note: For singular nouns, we would say "an eighties album" or "the eighties music".
Tips and Notes
- The eighties refers to the decade of the 1980s.- It is often used to describe the fashion, music, and culture of that era.
- The plural form "eighties" is used to refer to the decade as a whole, whilst "eighty" refers to a specific year in the decade (e.g. "eighty-five" for 1985).
"Eighties" Similar Words
Eigenvalue
An eigenvalue is a scalar that characterizes the amount of change applied to a linear transformation. In simple terms, it is a value that is associated with a square matrix, and it represents how the matrix affects the inputted data.<br><br>When a matrix A is applied to a vector v, the resulting vector Av is scaled by some factor. This factor is the eigenvalue of the matrix A corresponding to the eigenvector v. In other words, if v is an eigenvector of A with eigenvalue λ, then Av λv.<br><br>Eigenvalues are used extensively in many areas of mathematics, science, and engineering. Some of the applications include linear algebra, differential equations, Markov chains, and signal processing.<br><br>For instance, in physics, eigenvalues can be used to describe the energy levels of a system. In computer science, eigenvalues can be used for clustering and dimensionality reduction.<br><br>In summary, eigenvalues are a fundamental concept in linear algebra that help us understand how matrices transform vectors, and they have numerous applications in various fields.
Eigenvector
Eiger
The Eiger is a major mountain in the Bernese Alps, Switzerland, and is one of the most iconic and daunting climbs in the world. It is known for its treacherous north face, which is one of the most difficult technical climbs in mountaineering. The Eiger is often referred to as the "Eiger North Face" or simply "The Eiger" and is considered a Mecca for serious mountaineers.
Eighteen
Eighteen is a number that comes after seventeen and before nineteen. It is the age of majority in some countries, indicating that a person is considered an adult and has full legal rights and responsibilities. It can also refer to a period of time, such as the late teens, or used as a quantity, as in "eighteen people came to the party".
Eighteenth
Eighth
The word "eighth" is an adjective or adverb that refers to the number 8 or a place, position, or time that is eight in a series or sequence. It can be used to describe something that comes after the seventh item or event and before the ninth. For example:<br><br> "The eighth team to qualify for the tournament is France."<br> "The eighth grade students went on a field trip to the museum."
Eightieth
Eightieth refers to the ordinal number that comes immediately after the seventy-ninth and before the eighty-first. It represents a ranking or position in a sequence.
Eighty
The numeral "eighty" is equal to 80, which is a number in the decimal system. It can be used to describe a quantity or amount, such as "I have eighty books on my shelf" or "The company had eighty employees last year".
Eigne
I believe the word you meant to type is "eigen".<br><br>Eigen is a German word that has been borrowed into English. It refers to a unique characteristic or feature that is inherent or essential to something or someone. In the context of mathematics, an eigenvalue is a scalar that corresponds to a non-zero eigenvector of a linear transformation.<br><br>In a broader sense, the term "eigen" can also be used to describe a unique or defining quality that is characteristic of an individual, a group, or a culture. For example, "Swedishness" could be seen as the eigen of a Swedish person, or "being a New Yorker" could be seen as the eigen of a person from New York City.<br><br>I hope that helps to provide some context for the word "eigen"!
Eikon
The word "eikon" comes from the Greek language and means "image" or "icon". In Christian theology, it is used to refer to the image of God in humanity. In iconography, it refers to a representation of a holy person or event. In a broader sense, it can refer to any visual representation or likeness of a person or thing.
Eikonal
The word "eikonal" refers to a mathematical concept in physics, particularly in the study of wave propagation and optics. Specifically, it refers to a surface or a field that satisfies a particular differential equation, known as the eikonal equation. This equation is used to describe the propagation of light or other waves in homogeneous or inhomogeneous media. The eikonal equation is a fundamental equation in optics and is used to determine the wavefront of a light wave or other wave. It is also used in other fields such as acoustics and seismology.
Eikonogen
Eikonogen refers to a cell or structure found in certain plants that produces a seed or fruit. It can also be used to describe a cell that gives rise to an embryonic root or an adventitious shoot. In other words, it's the cell that plays a crucial role in the development and growth of seeds, fruits, and other plant organs.
Eikosane
Eikosane is a chemical compound with the formula C20H42. It is a natural wax aliphatic compound, specifically a saturated fatty acid ester, often found in animal fats and vegetable oils.
Eikosylene
Eikosylene refers to a class of compounds containing the asphaltene substituent -CH2-CH2-C6H4-COOH.