Examples of using Tangent in English and their translations into Chinese
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Political
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Ecclesiastic
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Programming
So likewise"vitality" is tangent, at any and every point, to physical and chemical forces;
We shall thus be led, unless warned by a rigorous analysis, to conclude that a curve always has a tangent.
The lines of curvature or curvature lines are curves which are always tangent to a principal direction(they are integral curves for the principal direction fields).
Just finished Massive Attack: Out of the Comfort Zone, courtesy of Tangent Books and Richard Jones.
At these points, the line joining Earth and Venus will be a tangent to the orbit of Venus.
Regions 2 through 4 are miniature prisms defined by a tangent to the rounded surface of the phase object(Figure 5(b)).
More precisely, the tangent line to the path at each point is required to be parallel to the vector field at that point.
In this context, torsion gives an intrinsic characterization of how tangent spaces twist about a curve when they are parallel transported;
Today, I just asked my cell phone“what is the tangent of 67.5 degrees” and was rewarded with the value for my calculations.
Which is why I think this tangent is more universal and educational than the question you originally posed to me.
The tangent bundle effect is additive and relativistic(i.e. it vanishes if c goes to infinity);
As an example, here is fitting a 6th order polynomial that fits the kinks but our tangent points are not useful.
The test shows that dielectric constant and tangent of dielectric loss Angle are two important indexes of insulation materials.
Evolving from the Tangent Company, a small consulting design firm, Kinetico soon became a global organization of independent dealers, international distributors representing nearly 100 countries.
Evolving from the Tangent Company, a small consulting design firm, Kinetico soon became a global organization of independent dealers, international distributors….
Types of radar fixes include“range and bearing to a single object,”“two or more bearings,”“tangent bearings,” and“two or more ranges.”.
For comparison, functions 2x(dotted curve) and 4x(dashed curve) are shown; they are not tangent to the line of slope 1(red).
Our fathers would not have failed to say:"It is evident that every continuous function has a derivative, since every curve has a tangent.".
The most popular are trigonometric, usually sine and tangent, common logarithm(log10)(for taking the log of a value on a multiplier scale), natural logarithm(ln) and exponential(ex) scales.
First suppose that the surface is the graph of a twice continuously differentiable function, z= f(x, y), and that the plane z= 0 is tangent to the surface at the origin.