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Which describes a grid motion transformation in geometry?
In 2 dimensional space it is a translation vector which is a 2x1 column vector.
What is the image of X(3 5) along the translation vector -4 6?
To find the image of the point X(3, 5) along the translation vector (-4, 6), you simply add the components of the translation vector to the coordinates of point X. This results in the new coordinates: (3 + (-4)) and (5 + 6), which simplifies to (-1, 11). Therefore, the image of X(3, 5) along the translation vector (-4, 6) is (-1, 11).
What term is given to the net figue that results from vector addition?
It is a translation on the Cartesian plane
What rule describes the translation of a point from -5 4 to 1 2?
The vector (6, -2)T
A figure in the coordinate plane is reflected across the line y=x+2 and then across the line y=x+4. what is the translation vector that describes the composition of the reflections Give your answer in vector format?
6
What is the significance of the k vector in the context of crystallography and how does it relate to the structure of crystals?
In crystallography, the k vector represents the direction and magnitude of a wave in a crystal lattice. It is important because it helps determine the arrangement of atoms in the crystal structure. The k vector is related to the periodicity of the crystal lattice, influencing properties such as diffraction patterns and electronic band structures.
What is a change in position that is a vector quantity?
a translation
Translation followed by a reflection in a line parallel to the translation vector?
Glide reflection
What is translation along the vector?
Translation along a vector involves moving an object in a specific direction by a specified distance based on the properties of the vector. This operation involves shifting the object without rotating or changing its orientation, following the direction and magnitude of the vector.
Which describes a grid motion transformation in geometry?
In 2 dimensional space it is a translation vector which is a 2x1 column vector.
What is the image of X(3 5) along the translation vector -4 6?
To find the image of the point X(3, 5) along the translation vector (-4, 6), you simply add the components of the translation vector to the coordinates of point X. This results in the new coordinates: (3 + (-4)) and (5 + 6), which simplifies to (-1, 11). Therefore, the image of X(3, 5) along the translation vector (-4, 6) is (-1, 11).
A deck is constructed by translating boards so that each board is a translation of the one next to it. Given a board and the translation vector, which figure represents the translation?
2 stacked
What has the author George Huntington Williams written?
George Huntington Williams has written: 'Modern petrography' -- subject(s): Petrology 'Elements of crystallography for students of chemistry physics and mineralogy' -- subject(s): Crystallography 'Elements of crystallography' -- subject(s): Crystallography 'Elements of crystallography' -- subject(s): Crystallography
What term is given to the net figue that results from vector addition?
It is a translation on the Cartesian plane
When was Crystallography Reviews created?
Crystallography Reviews was created in 1987.
What is an affine transformation?
An affine transformation is a linear transformation between vector spaces, followed by a translation.
When was Journal of Chemical Crystallography created?
Journal of Chemical Crystallography was created in 1971.
