Examples of 'quadratic' in a sentence
Meaning of "quadratic"
Quadratic (adjective) - relating to, used in, or denoting an equation of the second degree
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- square-shaped
- of a polynomial, involving the second power (square) of a variable but no higher powers, as ax²+bx+c.
- of an equation, of the form ax²+bx+c=0.
- of a function, of the form y=ax²+bx+c.
How to use "quadratic" in a sentence
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quadratic
You would use a quadratic equation here.
Quadratic equations and square roots formulas.
Structural stability and quadratic dynamical systems.
A quadratic function can not be used here.
We do not need the quadratic equation here.
Quadratic forms are homogeneous quadratic polynomials in n variables.
Let us solve some quadratic equations by factoring.
A quadratic residue code is a type of cyclic code.
The second derivative of a quadratic function is constant.
A quadratic integer is an algebraic integer of degree two.
The derivative of a quadratic function is a linear function.
Quadratic equations are also useful in calculating speeds.
This method has a quadratic rate of convergence.
A quadratic equation has at most two solutions.
This is called cascaded quadratic soliton compression.
See also
Quadratic photo insert with acrylic window.
We will start with quadratic basis functions.
Quadratic explosion of the methods we had to write.
Titanium silicalite has a quadratic crystalline system.
This quadratic equation has two roots.
It is also possible to avoid quadratic computational complexity.
A quadratic model was selected as the preferred response.
It may be assimilated to a quadratic function of parabolic type.
A quadratic equation only has two roots.
Just need to use the quadratic formula.
A regular quadratic grid which is a subdivided plane.
And now we can use a quadratic formula.
Write each quadratic as a product of linear factors.
So this is just a traditional quadratic right here.
The norm of a quadratic integer is always an integer.
There is no real solution to the quadratic equation.
The graph of a quadratic function gives as a parabola.
The other option is to do the quadratic equation.
Illustrates the quadratic convergence of the algorithm.
It includes the general theory of quadratic extensions.
Notice the quadratic does not cross the.
So the solution to this equation is that quadratic.
Let us use the quadratic equation as an example.
Neutral detergent fiber had a quadratic effect p.
Let f be a quadratic function with standard form.
And that is the famous quadratic formula.
Formed a quadratic equation from its roots.
Well let us draw this quadratic function.
Find the quadratic equation whose roots are.
The formula for solving quadratic equations.
The block examples are presented as being rectangular or quadratic.
They considered quadratic equations of the form.
These laminations are associated with quadratic maps.
How to solve a quadratic equation needing simplification.
It is a generalization of linear and convex quadratic programming.
