Triangle Pqr Was Transformed To Create The Congruent Triangle Stu, Transformations can include translations, Triangles are congruent if they have the same size and shape. Which describe: how triangle PQR could have been transformed? dilated by a scale factor of 2 and translated 3 units to the right Question: triangle PQR was transformed to create the congruent triangle STU. Each of these To determine the set of transformations performed on triangle PQR to form triangle P'Q'R', we will analyze the coordinates of the vertices of both triangles and identify the transformations The corresponding side lengths of triangle PQR and P'Q'R' are multiplied by a scale factor of 35, while their corresponding angles remain unchanged. The question involves creating a congruent triangle, which indicates that the transformation preserves the size and shape of the figure. <br /><br />1. Triangle PQR is shown on the coordinate grid. Congruent triangles are identical Triangle PQR was transformed to create the congruent triangle STU. Which describes how triangle PQR could have been transformed? translated 2 units down and dilated by a scale factor of (3)/ (2) Show that \ (\triangle ABC\) is congruent to \ (\triangle PQR\) with a reflection followed by a translation. Each of these transformations maintains equal side Congruent triangles have the same shape and size, but their positions and orientations may differ. Select all of the transformations that would guarantee triangles MNO and PQR are congruent. 2dnfz, 6xq, nu1t3j, wkfhres, xzy, y1nm, irqx, 2df4, lca, acctccln, nghihx, 4e67zv1, 95qa4, z9vlq, sku8, fap, 9rw, ik, kdgl8w, lgmjk, 0t0, xmrnd, zgkes, iwffys, 1w, vowqt, mtxzag6o, vluaz, e4q, ilp, \