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The graphs of triangle TRI and its image are shown below.

Triangle TRI is translated horizontally and vertically, resulting in its image, triangle T'R'I'. Use the vertices from a pair of corresponding angles in the images to algebraically describe the horizontal and vertical translation. Include all of your work in your final answer.

The graphs of triangle TRI and its image are shown below Triangle TRI is translated horizontally and vertically resulting in its image triangle TRI Use the vert class=

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MrsStrong

Answer:

(x-7, y-5)

Step-by-step explanation:

To describe a translation, track its movement of one point from its pre-image to image since all points move the same direction and distance.

Point I starts at (-3,2). Point I' ends at (-10,-3). This means that x went from -3-->-10 which is -7. So we write x-7 or x+-7. The y coordinate went from 2-->-3 which is -5. So we write y-5 or y+-5.

Put it together into an (x,y) point as (x-7, y-5) or (x+-7, y+-5).

Answer:

which shows only a vertical translation?

second option

Step-by-step explanation:

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