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Answer :
The question describes moving a military compound within a city grid, which constitutes a rigid transformation, specifically a translation within a Cartesian coordinate system.
The scenario described involves moving a military compound within a city grid while maintaining its shape and orientation. This can be classified as a rigid transformation, which in two-dimensional geometry, includes translation, rotation, and reflection. Since the compound's shape and orientation remain unchanged, the movement can be considered a translation, where every point of the object is shifted in a constant direction and distance. In a grid-based city, this is analogous to moving the compound a certain number of blocks east, west, north, or south. Another way to look at this is that the grid in the city behaves like a Cartesian coordinate system, and the compound's relocation is described by a coordinate shift that changes the (x, y) location of each point of the compound by the same amount, without altering distances or angles
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Rewritten by : Barada
In this question, we are given two locations of a military compound.
Let's take the coordinates of point A from the graph,
A = (-3, 2)
The new coordinates of A' = (5, 13)
translation in x-axis = 5 - (-3) = 5 + 3 = 8
translation in y-axis = 13 - 2 = 11
hence, each point of the figure will be translated to 8 units on the x-axis and 11 units on the y-axis.