Examples of 'be tangent' in a sentence
Meaning of "be tangent"
be tangent: This phrase suggests the idea of being in contact or connected with something else at a single point without intersecting. It is commonly used in mathematical contexts to describe the relationship between a straight line and a curve or between two curves that touch at a specific point
How to use "be tangent" in a sentence
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be tangent
So it can not be tangent over here.
Be tangent to the wing.
It can not be tangent over there.
The resulting spline will be tangent to.
Objects are aligned to be tangent to the starting direction of the path.
The circle has to be tangent.
A curve can be tangent to another even if they do not physically share a point.
The circle can be inscribed so as to be tangent to the adjacent bonding points.
A circle can be tangent to a line even if the circle does not touch the line.
Select the line that the new circle should be tangent to.
Causes curves to be tangent to other curves.
The constraint will force them to also be tangent at that point.
The common room must be tangent to and centered on the main pathway.
Runs the command, Tangent option, which causes the curves to be tangent to other curves.
This wheel will thus be tangent to the carousel at the point for bottle loading.
See also
And that looks about right . A horizontal line would be tangent to the curve at y equals 0.
The first curve can be tangent to both the straight section and the second curve.
Specifies whether to align each item to be tangent to the path direction.
In fact, they may be tangent to it from the outside as well.
The next front edge 26 is then positioned so as to be tangent to the circle 29.
The resulting line will then be tangent to the other circle as well.
As shown in the Figures, grooves 16 may be tangent circles.
It 's essentially going to be tangent to the surface at that point.
The compass pointer will actually be tangent to the field line.
A horizontal line would be tangent to the curve at y equals 0.
Otherwise, the curve and circle must be tangent at at least two points.
Each rib 20 can optionally be tangent to the corresponding membrane 11.
In particular, the variations must be tangent to the constraint surface.
And then how can it be tangent to the hyperbola?
Well, it wouldn't be able to be tangent to the hyperbola.
The line through T and Q, then, will be tangent to the ellipse.
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Examples of using Tangent
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Provides the tangent arc of a real value
Tangent line to the graph of a function at a point
We took the tangent to the central area
