text: # PUZZLEVILLA
  
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  Find the Number of Animals in the Farm
  Difficulty Level
  
  A farmer keeps three types of animals on his farm: cows, pigs and horses. Can you guess how many of each animal he has based on the following information?
  
  1) Three of the animals are NOT cows
  2) Four of the animals are NOT pigs
  3) Five of the animals are NOT horses
  
  Answer: 3 cows, 2 pigs and 1 horse.
  
  EXPLANATION: You can use algebra to solve the problem:
  1) Pigs + Horses = 3
  2) Cows + Horses = 4
  3) Cows + Pigs = 5
  
  Use the first two equations and isolate for Horses:
  Horses = 3 - Pigs
  Horses = 4 - Cows
  therefore 3 - Pigs = 4 - Cows
  
  Replace Cows in the above equation with 5 - Pigs (from equation 3):
  3 - Pigs = 4 - (5 - Pigs)
  3 - Pigs = 4 - 5 + Pigs
  3 - Pigs = -1 + Pigs
  4 = 2 x Pigs
  Pigs = 2
  
  Replacing Pigs with 2 in equations 1 and 3 will give you the number of Horses and Cows.
explanation: The document presents a math puzzle involving the determination of the number of cows, pigs, and horses on a farm based on given conditions. It includes the question, the answer, and a detailed explanation of how to solve the problem using algebra.
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: # PUZZLEVILLA
  
  or
  Remember me
  
  ### Register
  
  OR
  Find the Number of Animals in the Farm
  Difficulty Level
  
  A farmer keeps three types of animals on his farm: cows, pigs and horses. Can you guess how many of each animal he has based on the following information?
  
  1) Three of the animals are NOT cows
  2) Four of the animals are NOT pigs
  3) Five of the animals are NOT horses
  
  Answer: 3 cows, 2 pigs and 1 horse.
  
  EXPLANATION: You can use algebra to solve the problem:
  1) Pigs + Horses = 3
  2) Cows + Horses = 4
  3) Cows + Pigs = 5
  
  Use the first two equations and isolate for Horses:
  Horses = 3 - Pigs
  Horses = 4 - Cows
  therefore 3 - Pigs = 4 - Cows
  
  Replace Cows in the above equation with 5 - Pigs (from equation 3):
  3 - Pigs = 4 - (5 - Pigs)
  3 - Pigs = 4 - 5 + Pigs
  3 - Pigs = -1 + Pigs
  4 = 2 x Pigs
  Pigs = 2
  
  Replacing Pigs with 2 in equations 1 and 3 will give you the number of Horses and Cows.
distilabel_metadata.role: user
distilabel_metadata.raw_output_q_a_detector_0: The document presents a math puzzle involving the determination of the number of cows, pigs, and horses on a farm based on given conditions. It includes the question, the answer, and a detailed explanation of how to solve the problem using algebra.
  
  Label: question-and-answer