Compare y=13∣∣x−2∣∣−5 with the parent function. Without graphing, what are the vertex, axis of symmetry, and transformations of the parent function? A. a=2,h=13,k=−5; vertex: (−13,5) axis of symmetry: x = −2; translated 2 units left, 5 units down and vertically compressed by the factor of 13 B. a=13,h=2,k=−5; vertex: (2, −5); axis of symmetry: x = 2; translated 2 units right, 5 units down and vertically compressed by the factor of 13 C. a=13,h=2,k=5; vertex: (5, 2); axis of symmetry: y = 2; translated 2 units right, 5 units down and vertically compressed by the factor of 3 D. a=1,h=2,k=−5; vertex: (−2, 5); axis of symmetry: x = 2; translated 2 units right, 5 units up and vertically stretched by the factor of 13