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  The Binary Ice Cream Shoppe sells two flavors, vanilla and
  
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  The Binary Ice Cream Shoppe sells two flavors, vanilla and [#permalink]
  
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  23 Oct 2005, 19:57
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  The Binary Ice Cream Shoppe sells two flavors, vanilla and chocolate. On friday, the ratio of vanilla cones sold to chocolate cones sold was 2 to 3. If the store had sold 4 more vanilla cones, the ratio of vanilla cones sold to chocolate cones sold would have been 3 to 4. How many vanilla cones did the store sell on Friday?
  
  a) 32
  b) 35
  c) 42
  d) 48
  E) 54
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  23 Oct 2005, 22:38
  Jainvineet: You are correct. OA is A.
  
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  23 Oct 2005, 22:47
  sudhagar wrote:
  Jainvineet: You are correct. OA is A.
  
  Vanilla/Choc = 2/3 => 3V=2C
  If number of vanilla sold is 4 more, the ratio would be 3/4 so we get V+4/C=3/4 => 4V + 16 = 3C.
  
  Solving for V would give the answer.
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  23 Oct 2005, 23:28
  sudhagar wrote:
  The Binary Ice Cream Shoppe sells two flavors, vanilla and chocolate. On friday, the ratio of vanilla cones sold to chocolate cones sold was 2 to 3. If the store had sold 4 more vanilla cones, the ratio of vanilla cones sold to chocolate cones sold would have been 3 to 4. How many vanilla cones did the store sell on Friday?
  
  a) 32
  b) 35
  c) 42
  d) 48
  E) 54
  
  V/C=2/3
  
  3V=2C, V = 2/3C
  
  If the store had sold 4 more vanilla cones, the ratio would be 3/4.
  
  So (V+4)/C = 3/4, substitue V = 2/3C into the equation, I get C = 48, V = 32.
  
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  24 Oct 2005, 00:46
  V:C = 2:3 =>3V=2c or V = 2c/3 -> Equn 1
  (V+4):c = 3:4 => 4v + 16 = 3c -> Equn 2
  Solving equn 1 and 2 we get C=48 and V=32.
  
  Hence A.
  Re: PS: Ice Cream   [#permalink] 24 Oct 2005, 00:46
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explanation: The provided text extract is a math question from a GMAT practice set. It describes a scenario involving the sale of vanilla and chocolate ice cream cones at a shop called the Binary Ice Cream Shoppe. The problem gives two ratios: the initial ratio of vanilla to chocolate cones sold (2 to 3) and the ratio that would have resulted if 4 more vanilla cones were sold (3 to 4). The question asks for the number of vanilla cones sold on Friday.
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: Check GMAT Club Decision Tracker for the Latest School Decision Releases https://gmatclub.com/AppTrack
  
   It is currently 29 May 2017, 14:23
  
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  The Binary Ice Cream Shoppe sells two flavors, vanilla and
  
  Author Message
  Senior Manager
  Joined: 02 Oct 2005
  Posts: 297
  Followers: 1
  
  Kudos [?]: 21 [0], given: 0
  
  The Binary Ice Cream Shoppe sells two flavors, vanilla and [#permalink]
  
  Show Tags
  
  23 Oct 2005, 19:57
  00:00
  
  Difficulty:
  
  (N/A)
  
  Question Stats:
  
  100% (01:02) correct 0% (00:00) wrong based on 2 sessions
  
  HideShow timer Statistics
  
  This topic is locked. If you want to discuss this question please re-post it in the respective forum.
  
  The Binary Ice Cream Shoppe sells two flavors, vanilla and chocolate. On friday, the ratio of vanilla cones sold to chocolate cones sold was 2 to 3. If the store had sold 4 more vanilla cones, the ratio of vanilla cones sold to chocolate cones sold would have been 3 to 4. How many vanilla cones did the store sell on Friday?
  
  a) 32
  b) 35
  c) 42
  d) 48
  E) 54
  Senior Manager
  Joined: 02 Oct 2005
  Posts: 297
  Followers: 1
  
  Kudos [?]: 21 [0], given: 0
  
  Show Tags
  
  23 Oct 2005, 22:38
  Jainvineet: You are correct. OA is A.
  
  Manager
  Joined: 14 Apr 2003
  Posts: 84
  Followers: 1
  
  Kudos [?]: 22 [0], given: 0
  
  Show Tags
  
  23 Oct 2005, 22:47
  sudhagar wrote:
  Jainvineet: You are correct. OA is A.
  
  Vanilla/Choc = 2/3 => 3V=2C
  If number of vanilla sold is 4 more, the ratio would be 3/4 so we get V+4/C=3/4 => 4V + 16 = 3C.
  
  Solving for V would give the answer.
  VP
  Joined: 06 Jun 2004
  Posts: 1055
  Location: CA
  Followers: 2
  
  Kudos [?]: 159 [0], given: 0
  
  Show Tags
  
  23 Oct 2005, 23:28
  sudhagar wrote:
  The Binary Ice Cream Shoppe sells two flavors, vanilla and chocolate. On friday, the ratio of vanilla cones sold to chocolate cones sold was 2 to 3. If the store had sold 4 more vanilla cones, the ratio of vanilla cones sold to chocolate cones sold would have been 3 to 4. How many vanilla cones did the store sell on Friday?
  
  a) 32
  b) 35
  c) 42
  d) 48
  E) 54
  
  V/C=2/3
  
  3V=2C, V = 2/3C
  
  If the store had sold 4 more vanilla cones, the ratio would be 3/4.
  
  So (V+4)/C = 3/4, substitue V = 2/3C into the equation, I get C = 48, V = 32.
  
  Senior Manager
  Joined: 15 Apr 2005
  Posts: 415
  Location: India, Chennai
  Followers: 2
  
  Kudos [?]: 16 [0], given: 0
  
  Show Tags
  
  24 Oct 2005, 00:46
  V:C = 2:3 =>3V=2c or V = 2c/3 -> Equn 1
  (V+4):c = 3:4 => 4v + 16 = 3c -> Equn 2
  Solving equn 1 and 2 we get C=48 and V=32.
  
  Hence A.
  Re: PS: Ice Cream   [#permalink] 24 Oct 2005, 00:46
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distilabel_metadata.role: user
distilabel_metadata.raw_output_q_a_detector_0: The provided text extract is a math question from a GMAT practice set. It describes a scenario involving the sale of vanilla and chocolate ice cream cones at a shop called the Binary Ice Cream Shoppe. The problem gives two ratios: the initial ratio of vanilla to chocolate cones sold (2 to 3) and the ratio that would have resulted if 4 more vanilla cones were sold (3 to 4). The question asks for the number of vanilla cones sold on Friday.
  
  Label: question