Examples of 'cotangent' in a sentence
Meaning of "cotangent"
Cotangent (adjective): Referring to the trigonometric function that is the reciprocal of the tangent function
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- In a right triangle, the reciprocal of the tangent of an angle. Symbols: cot, ctg, or ctn
How to use "cotangent" in a sentence
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cotangent
Cotangent vectors are sometimes called covectors.
Uses normalization of sine and cotangent curves.
Because the cotangent function is not defined for integer.
Tangent of theta is equal to cotangent of five theta.
Cotangent complexes were originally defined in special cases by a number of authors.
The cylinder is the cotangent bundle of the circle.
The coth function calculates the hyperbolic cotangent of.
The hyperbolic cotangent function.
Find the value using the definition of cotangent.
Definition via cotangent spaces.
In symplectic geometry one is instead interested in exterior powers of the cotangent bundle.
Zariski cotangent space.
Using a trigonometric identity to convert the cotangent term gives.
The elements of the cotangent space are called cotangent vectors or tangent covectors.
Find the value of cotangent.
See also
This form gives the cotangent bundle the structure of a symplectic manifold.
It is thus a measure equivalent to our modern cotangent of the angle of slope.
It was cotangent of 2x over the cosecant of x.
This construction is in particular applied to the cotangent bundle of a smooth manifold.
So we know that a cotangent of theta is equal to 1 over tangent theta.
Inverse hyperbolic cotangent.
To return the cotangent of an angle in degrees, use the RADIANS function.
Hyperbolic arc cotangent.
The tangent and cotangent functions also have a shorter period, of 180 degrees or π radians.
Canonical coordinates are defined as a special set of coordinates on the cotangent bundle of a manifold.
Due to this analogy, the cotangent function is frequently termed to as " curved Coulomb " potential.
Did you notice that the derivative of the inverse cotangent of one over.
COT Returns the cotangent of the given angle ( in radians ).
The two expressions are derived from identities involving the cotangent and cosecant functions.
ACOT Returns the inverse cotangent ( the arccotangent ) of the given number.
In the opposite case, the device calculates the cotangent.
Definition on cotangent bundles.
This cohomology theory is represented by a chain complex, the cotangent complex.
The hyperbolic tangent, inverse tangent, cotangent and inverse cotangent respectively.
In differential geometry, a one-form on a differentiable manifold is a smooth section of the cotangent bundle.
Rather, it is necessary to prove that the cotangent function represents a dipole potential.
And if you are wondering what 1 over the tangent is, it 's the cotangent.
Also written as arccsc . arccot - inverse cotangent function . arccsc - inverse cosecant function.
So it was the limit as x approaches 0 of cotangent of 2x.
Manipulative 1 - Cotangent Created with GeoGebra.
Important examples of vector bundles include the tangent bundle and cotangent bundle of a smooth manifold.
And cotangent of 2x is equal to 1 over tangent of 2x.
Also written as cosech . ctg - cotangent function.
On a ( pseudo - ) Riemannian manifold, the geodesic flow is identified with a Hamiltonian flow on the cotangent bundle.
This latter quotient space is also known as the cotangent space of M { \ displaystyle M } at x { \ displaystyle x.
Invert colors . So it was the limit as x approaches 0 of cotangent of 2x.
T = Tangent and it 's reciprocal cotangent are positive.
In reference to the coordinate plane, tangent is y / x, and cotangent is x / y.
Coth, hyperbolic cotangent.
The ACOT ( ) function returns the inverse cotangent of a number.
