The translation vectors are shown in the figure below. Walkthrough: If the translation is described using vectors, a vector representing the distance and direction between the preimage and the image is called translation vectors. In the given figure, the image and the pre-image are not mentioned and we have to find the translation vectors. (1) Let (1) be the preimage and (2) the image. Now connect the vertices of the pre-image and the image using vectors. (2) Let (2) be the preimage and (1) the image. Now connect the vertices of the pre-image and the image using vectors. Hence, the translation vectors are shown in the figure below.
According to the numbering below, the correct options are 3 and 6. Step by step: Let us number the figures as follows, 1 2 3 4 5 6 It is necessary to find the translation vectors usable for the couple of figures provided. We know that a translation vector moves the image in any direction. As no information is given about which digit is translated to get the other one. So we assume that translation can be applied to both. So the vectors that could be used for the pair of digits would be 3 and 6, as they will translate the bottom digit up and the top digit down respectively. Therefore, vectors 3 and 6 can be used.
Answer 6
If the oppositions are of the form 1 2 3 4 5 6 then the correct options are 4 and 6. Walkthrough: The vectors representing the distance and direction between the preimage and the image are called translation vectors. In the given figure, the image and the pre-image are not mentioned and we have to find the translation vectors. Case 1: Consider (1) the pre-image and (2) the image. Connect two corresponding vertices of the preimage and the image using the vector, this connection vector is the translation vector. Case 2: Consider (2) the pre-image and (1) the image. Connect two corresponding preimage and image vertices using vectors, this connection vector is the translation vector. Two possible translation vectors are shown in the figure below.
That would be answer d or f.
Considering the positions of the shapes, we can conclude that the vertex can be described by these arrows: B – top left C – bottom right E – top F – bottom Hope this helped, BioTeacher101
Answer 7
If the oppositions are of the form 1 2 3 4 5 6 then the correct options are 4 and 6. Walkthrough: The vectors representing the distance and direction between the preimage and the image are called translation vectors. In the given figure, the image and the pre-image are not mentioned and we have to find the translation vectors. Case 1: Consider (1) the pre-image and (2) the image. Connect two corresponding vertices of the preimage and the image using the vector, this connection vector is the translation vector. Case 2: Consider (2) the pre-image and (1) the image. Connect two corresponding preimage and image vertices using vectors, this connection vector is the translation vector. Two possible translation vectors are shown in the figure below.
The translation vectors are shown in the figure below. Walkthrough: In an image translation, if the translation is described using vectors, the vector representing the distance and direction between the preimage and the image is called translation vectors. In the given figure, the image and the pre-image are not mentioned and we have to find the translation vectors. Case 1: Consider (1) the pre-image and (2) the image. Connect two corresponding pre-image and image vertices using vectors. Case 2: Consider (2) the pre-image and (1) the image. Connect two corresponding pre-image and image vertices using vectors. Hence, the translation vectors are shown in the figure below. If the oppositions are 1 2 3 4 5 6 then the correct options are 3 and 5.
if set to 1 2 3 4 5 6 it would be 4 and 6
By connecting the corresponding points of the figures, one can find the usable translation vectors. The attached figure_1 represents the method and by comparing it with the given options we can find the correct solution The correct solution is attached figure_2
Answer 6
If the oppositions are of the form 1 2 3 4 5 6 then the correct options are 4 and 6. Walkthrough: The vectors representing the distance and direction between the preimage and the image are called translation vectors. In the given figure, the image and the pre-image are not mentioned and we have to find the translation vectors. Case 1: Consider (1) the pre-image and (2) the image. Connect two corresponding vertices of the preimage and the image using the vector, this connection vector is the translation vector. Case 2: Consider (2) the pre-image and (1) the image. Connect two corresponding preimage and image vertices using vectors, this connection vector is the translation vector. Two possible translation vectors are shown in the figure below.
The translation vectors are shown in the figure below. Walkthrough: In an image translation, if the translation is described using vectors, the vector representing the distance and direction between the preimage and the image is called translation vectors. In the given figure, the image and the pre-image are not mentioned and we have to find the translation vectors. Case 1: Consider (1) the pre-image and (2) the image. Connect two corresponding pre-image and image vertices using vectors. Case 2: Consider (2) the pre-image and (1) the image. Connect two corresponding pre-image and image vertices using vectors. Hence, the translation vectors are shown in the figure below. If the oppositions are 1 2 3 4 5 6 then the correct options are 4 and 6.
The translation vectors are shown in the figure below. Walkthrough: In an image translation, if the translation is described using vectors, the vector representing the distance and direction between the preimage and the image is called translation vectors. In the given figure, the image and the pre-image are not mentioned and we have to find the translation vectors. Case 1: Consider (1) the pre-image and (2) the image. Connect two corresponding pre-image and image vertices using vectors. Case 2: Consider (2) the pre-image and (1) the image. Connect two corresponding pre-image and image vertices using vectors. Hence, the translation vectors are shown in the figure below. If the oppositions are 1 2 3 4 5 6 then the correct options are 3 and 5.
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