text: +0
  
  # It is a beautiful day at the beach and ten beach volleyball players have shown up at the volleyball courts. Each two-person
  
  +1
  708
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  +232
  
  It is a beautiful day at the beach and ten beach volleyball players have shown up at the volleyball courts. Each two-person volleyball team should consist of a setter and a spiker. Five of the players prefer to be a spiker, four of the players prefer to be a setter, and one player is fine either way.
  
  In how many ways can a two-person team be assembled such that no player feels out of position?
  
  Oct 8, 2018
  
  #1
  +107656
  +1
  
  Here's my attempt at this
  
  If the one player wants to be a spiker  we can choose any 1 of 6 people to be a spiker and any 1 of 4 people to be a setter  ....so
  
  C(6,1) * C(4,1)   =  6 * 4    = 24  possible teams
  
  If the one player wants to be a setter, we can choose 1 of 5  people to be setters and 1 of 5 people to be spikers...so
  
  C(5,1) * C(5,1)   =  5 * 5  = 25 possible teams
  
  So....the total number of  different teams  = 24  + 25  =  49
  
  Oct 8, 2018
  edited by CPhill  Oct 8, 2018
explanation: The document contains a math question about forming two-person beach volleyball teams with specific player preferences for positions, and it also includes an answer to this question.
distilabel_metadata.content: Evaluate the user given text extract and determine if it contains a math question and optionally and answer to this question.
  
  Output rules:
  
  1. Briefly describe the document and mention if it contains a question or a question and answer.
  2. Finalize the output with: Label: no-question,question,question-and-answer,multiple-question,multiple-question-and-answer
distilabel_metadata.role: system
distilabel_metadata.content: +0
  
  # It is a beautiful day at the beach and ten beach volleyball players have shown up at the volleyball courts. Each two-person
  
  +1
  708
  1
  +232
  
  It is a beautiful day at the beach and ten beach volleyball players have shown up at the volleyball courts. Each two-person volleyball team should consist of a setter and a spiker. Five of the players prefer to be a spiker, four of the players prefer to be a setter, and one player is fine either way.
  
  In how many ways can a two-person team be assembled such that no player feels out of position?
  
  Oct 8, 2018
  
  #1
  +107656
  +1
  
  Here's my attempt at this
  
  If the one player wants to be a spiker  we can choose any 1 of 6 people to be a spiker and any 1 of 4 people to be a setter  ....so
  
  C(6,1) * C(4,1)   =  6 * 4    = 24  possible teams
  
  If the one player wants to be a setter, we can choose 1 of 5  people to be setters and 1 of 5 people to be spikers...so
  
  C(5,1) * C(5,1)   =  5 * 5  = 25 possible teams
  
  So....the total number of  different teams  = 24  + 25  =  49
  
  Oct 8, 2018
  edited by CPhill  Oct 8, 2018
distilabel_metadata.role: user
distilabel_metadata.raw_output_q_a_detector_0: The document contains a math question about forming two-person beach volleyball teams with specific player preferences for positions, and it also includes an answer to this question.
  
  Label: question-and-answer