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Page "Circle of forces" ¶ 2
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Note and plane
Note that from the perspective of the smaller-mass object — from the moon, in the preceding example — a spacecraft might appear to orbit in an irregular path about the or point, but from the perspective above the orbital plane, it becomes clear that both the smaller mass and the spacecraft are orbiting the larger mass ( or more precisely, all of the objects are in orbit around the barycenter of the system ); they simply have overlapping orbital paths.
Note that when they are considered within the complex plane the Gaussian integers may be seen to constitute the 2-dimensional integer lattice.
Note: Gate, source and drain contacts are not normally in the same plane in real devices, and the diagram is not to scale.
Note that this means that two non-equal points can be used to define a plane so long as they are ordered and used according to an agreed convention: for example, the first point sits on the plane and the normal vector is defined implicitly from (-).
* Scream 3 ( cameo ) ( Note: While their appearance in Scream 3 suggests that the Scream series and the View Askewniverse are on the same plane of existence, other factors may contradict this ; in the first Scream film, a VHS tape of Clerks is shown in the background ; also, in Jay and Silent Bob Strike Back, Jay and Silent Bob see the filming of the then fictional Scream 4.
Note: In a standard WPRA pattern, the score line begins at the plane of arena, meaning from fence to fence regardless of the position of the electric eye or timer.
Note that the glide slope beams are partly formed by the reflection of the glideslope aerial in the ground plane.
That force is represented in the diagram by the vector F. Note that in this example F is perpendicular to the plane of the tire.
Note that ( 1 ) the same restriction applies to the straight lines contained within the plane: they are horizontal only at the point of reference, and ( 2 ) those straight lines contained in the plane but not passing by the reference point are not horizontal anywhere.
Note that a drop shutter-like mechanism with adjustable slit was used at the focal plane of an apparently one-off William England camera in 1861 and this is considered the first FP shutter of any kind.
Note that this is NOT a plane wave, as many might think.
It is then a theorem that there are in fact infinitely many such lines through P. Note that this axiom still does not uniquely characterize the hyperbolic plane uniquely up to isometry ; there is an extra constant, the curvature K < 0, which must be specified.
This proves that all points in the intersection are the same distance from the point E in the plane P, in other words all points in the intersection lie on a circle with center E. Note that OE is the axis of the circle.
Note that since the ( real ) plane at infinity is a projective plane, it is homeomorphic to the surface of a " sphere modulo antipodes ", i. e. a sphere in which antipodal points are equivalent: S < sup > 2 </ sup >/
Note that although the function f has derivatives of all orders over the real line, the analytic continuation of f from the positive half-line x > 0 to the complex plane, that is, the function
Weierstrass P function defined over a subset of the complex plane using a standard visualization technique in which white corresponds to a pole, black to a zero, and maximal saturation to Note the regular lattice of poles, and two interleaving lattices of zeros.
Note that for a projective plane, the design parameters are v
Note that it logically follows that all photography distorts the image beheld by the eye because the film surface is flat in the manner of the picture plane.
Note that the field above the plane is in the same direction for both structures, but the field below the plane is in opposite directions.
Note that the plane 1 of CNS 11643 is encoded twice as code set 1 and a part of code set 2.

Note and rotation
Note that the '-' and '-' prefixes do not indicate the direction of rotation of polarized light, which is a combined effect of the arrangement at all chiral centers.
Note that the expression ( 1 ) for a vector rotation through an angle θ, the angle appearing in γ was halved.
Note how the satellites are pinpoint, while stars have created small trails due to the Earth's rotation.
Note the factors of two before ψ and χ corresponding respectively to the facts that any polarization ellipse is indistinguishable from one rotated by 180 °, or one with the semi-axis lengths swapped accompanied by a 90 ° rotation.
Note that both gravity and its potential contain a contribution from the centrifugal pseudo-force due to the Earth's rotation.
Note, however, that the Wick rotation cannot be viewed as a rotation on a complex vector space that is equipped with the conventional norm and metric induced by the inner product, as in this case the rotation would cancel out and have no effect at all.
Note that if the Sun were spherically symmetric, the azimuthal order would exhibit degeneracy ; however the rotation of the Sun ( along with other perturbations ), which leads to an equatorial bulge, lifts this degeneracy.
Note the simultaneous counter-clockwise rotation of India.
Note that the two-dimensional case is the only non-trivial ( e. g. one dimension ) case where the rotation matrices group is commutative, so that it does not matter the order in which multiple rotations are performed.
Note that this rotation is kinematic, rather than physical, because usually when a rigid object moves freely in space its rotation is independent of its translation.
Note that astrophysical literature does not typically use the equatorial rotation period, but instead often uses the definition of a Carrington rotation: a synodic rotation period of 27. 2753 days ( or a sidereal period of 25. 38 days ).
Note that the rotation subgroup is Spin ( 3 ).
Note relalistic position of legs and toe rotation.
Note: this is a rotation of another graph to illustrate a specific point.
) Note the rigid rotation, identical to classical motion: this is a special feature of the SHO.
Note that the three generators of rotations transform like components of a pseudovector J and the three generators of boosts transform like components of a vector K under the adjoint action of the spatial rotation subgroup.
Note: Holmes for the Holidays was filmed during the second production season, but is considered as part of the third airing season, although it is not included in HGTV's rotation due to it being a Christmas special.
Note the rotation of the Latin alphabet | Latin letters and Arabic numerals when written with the vertical text.

Note and tire
( Note: it is illegal to drive a commercial vehicle with a deflated or destroyed tire ).
Note that a compressed gas also exhibits " elastic " properties, for instance inside an inflated car tire.
Note that this is only true for the outside tire during the turn ; the inside tire would benefit most from positive camber.
Note that in the KATU. com article photograph ( in the upper left-hand corner ) of the accident scene, the passenger-side tire print in the soft shoulder that suggests that all four wheels passed over the rumble strip before the driver attempted the unsuccessful recovery.
Note Tiffany lamps and tire of motorcycle hanging from ceiling

0.933 seconds.