question: The Sine function is graphed. It passes through (0,0), (90,1), (180,0), (270,-1), and (360,0). It is symmetric about the origin. A black vertex labeled on the function at (90,1). Consider the graph of y=\sin x. Its first maximum point for x\ge 0 is at \left(90^\circ ,1\right).
  
  By considering the transformation that has taken place, state the coordinates of the first maximum point of each of the given functions for x\ge 0.
  
  y=5\sin x
  
query_wo: Please directly answer the question and provide the final value, e.g., 1, 2.5, 300.
  Question: The Sine function is graphed. It passes through (0,0), (90,1), (180,0), (270,-1), and (360,0). It is symmetric about the origin. A black vertex labeled on the function at (90,1). Consider the graph of y=\sin x. Its first maximum point for x\ge 0 is at \left(90^\circ ,1\right).
  
  By considering the transformation that has taken place, state the coordinates of the first maximum point of each of the given functions for x\ge 0.
  
  y=5\sin x
  
query_cot: Please first conduct reasoning, and then answer the question and provide the final value, e.g., 1, 2.5, 300, at the end.
  Question: The Sine function is graphed. It passes through (0,0), (90,1), (180,0), (270,-1), and (360,0). It is symmetric about the origin. A black vertex labeled on the function at (90,1). Consider the graph of y=\sin x. Its first maximum point for x\ge 0 is at \left(90^\circ ,1\right).
  
  By considering the transformation that has taken place, state the coordinates of the first maximum point of each of the given functions for x\ge 0.
  
  y=5\sin x
  
question_for_eval: The Sine function is graphed. It passes through (0,0), (90,1), (180,0), (270,-1), and (360,0). It is symmetric about the origin. A black vertex labeled on the function at (90,1). Consider the graph of y=\sin x. Its first maximum point for x\ge 0 is at \left(90^\circ ,1\right).
  
  By considering the transformation that has taken place, state the coordinates of the first maximum point of each of the given functions for x\ge 0.
  
  y=5\sin x
  