quadratic
- adjective
- /kwɒˈdrætɪk/
- Specialized
- In algebra, a quadratic function is typically represented as f(x) = ax^2 + bx + c.
- quadratic term
- quadratic model
- quadratic equation
Hi guys, I'm Nancy and I'm going to show you how to solve a quadratic equation by factoring.
- Hi guys, I'm Nancy and I'm going to show you how to solve a quadratic equation by factoring.
Examples
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An equation for new car MPG is derived by minimizing the sum of quadratic penalty functions.
Academic text (1990) -
Now what does a quadratic function look like?
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You will have multiple linear terms and numerous quadratic terms in the most general cases.
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That means that X is our quadratic variable.
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Significant linear and quadratic effects of age were seen on body condition score.
Academic text (2013) -
The first leading term happens to be quadratic in H, quadratic in the small quantity.
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Based on this observation, the quadratic model is a better fit for the contextual measure.
Academic text (2015) -
In addition, our results suggest that WIF growth terms are quadratic, not linear.
Academic text (2012) -
Hi guys, I'm Nancy and I'm going to show you how to solve a quadratic equation by factoring.
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"4X - 5X = 0" is a complete quadratic equation.
Synonyms
Like a square in shape or like an equation with x squared
Compounds
- Specialized
An equation where the unknown number is multiplied by itself, for example ax² + bx + c = 0
- Specialized
A system that keeps a machine stable using a simple model and noisy measurements despite random disturbances
- Specialized
A math expression with x squared, x, and a number where the x squared part is not zero
Surface Forms
Morphology
quadratic = quadrate (semi-transparent) = quadr + ic
The adjective is formed with the combining form 'quadr-' (relating to square/four) plus '-ic', but the link between 'quadr' (four) and 'second power/square' is not fully obvious to many learners.
Etymology
Quadratic comes from the Latin root quadr- and quadratus 'square'. A helpful way to remember it is to think of squaring a number (multiplying a number by itself), so quadratic describes something that involves the second power.