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In the diagram, m vert vert vert TSR = 52^ vert. What is m vert vert vert RST?

Mathematics

ScanSolve AI Answer

Answer

52∘\text{}52^\circ\text{}

Step-by-step solution

3 steps
  1. Identify the given information.

    The problem states that m∠TSR=52∘m\angle TSR = 52^\circ.

  2. Understand the notation for the requested angle.

    The angle ∠RST\angle RST refers to the angle with vertex S, formed by the rays SR and ST. This is the same angle as ∠TSR\angle TSR, where the vertex is S and the rays are ST and SR. The order of the non-vertex letters does not change the angle itself.

  3. State the value of the requested angle.

    Since ∠RST\angle RST is the same angle as ∠TSR\angle TSR, its measure is also 52∘52^\circ.

    m∠RST=m∠TSR=52∘m\angle RST = m\angle TSR = 52^\circ

    The angle RSTRST is 52∘\boxed{\text{}52^\circ\text{}}

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