Suppose that triangle ACT has been shown to be congruent to triangle ION, with vertices A,...

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Suppose that triangle ACT has been shown to be congruent to triangle ION, with vertices A, C, andT corresponding to vertices I, O, and N, respectively. It is customary to record this result by writing AACT = AION. Notice that corresponding vertices occupy corresponding positions in the equation. Let B = (5, 2), A = (-1, 3), G=(-5, -2), E = (1, –3), and L = (0, 0). Using only these five labels, find as many pairs of congruent triangles as you can, and express the congruences accurately. т Suppose that triangle ACT has been shown to be congruent to triangle ION, with vertices A, C, andT corresponding to vertices I, O, and N, respectively. It is customary to record this result by writing AACT = AION. Notice that corresponding vertices occupy corresponding positions in the equation. Let B = (5, 2), A = (-1, 3), G=(-5, -2), E = (1, –3), and L = (0, 0). Using only these five labels, find as many pairs of congruent triangles as you can, and express the congruences accurately. т

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Please refer the attached plot of the given 5 points It is a parallelogram whose vertices are A B E ... View the full answer