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To determine the relationship between triangles abc and a′b ′c ′ with given vertices, we need to analyze their coordinates carefully The coordinates of the vertices are as follows: The coordinates of the vertices of abc are a(−4, 6), b (−2, 2), and c (−6, 2) The coordinates of the vertices of a′b ′c ′ are a′(2,6), b ′(0,2), and c ′(4,2)
Drag and drop the answers into the boxes to correctly complete the statement A sequence of transformations that maps abc to a′b ′c ′ is a ____ followed by a ____ Translation 2 units left reflection across the x. It is not a right triangle for c = (0, 4).
To find the perimeter of triangle abc with vertices at a(−2,2), b (5,−3), and c (−4,−1), we first need to calculate the lengths of each side using the distance formula. Abc is a right triangle for various coordinates of vertex c, we can use the coordinate points of vertices a and b, which are a(1,2) and b (−3,−1) Calculate the lengths of sides ab, ac, and bc. The coordinates of the vertices of a′b′c′ are a′ (−1, −3) , b′ (−4, −6) , and c′ (−1, −6)
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