AIR MATH

Math Question

6. The triangles \( Q T P \) and \( S P T \) are shown. Line \( R M \) is the perpendicular bisector of line segment \( P T \) and intersects line segment \( P T \) at point \( M \). Which transformation would imply that \( \triangle Q T P \cong \triangle S P T \) ? A. horizontal translation the length of \( \overline{P R} \) B. horizontal translation the length of \( \overline{P T} \) C. reflection over \( \overline{R M} \) D. reflection over \( \overline{S P} \)

Solution

solution

AIR MATH homework app,
absolutely FOR FREE!

  • AI solution in just 3 seconds!
  • Free live tutor Q&As, 24/7
  • Word problems are also welcome!
appstoreplaystore

Scan the QR code below
to download AIR MATH!

qrcode