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      Question

      Find the ratio of number of Green apples sold by β€˜P’

      and β€˜S’ respectively. Answer the questions based on the information given below. Β  Four fruit vendors sold two types of apples i.e., green apples and red apples. Green apples sold by β€˜P’ are 100 less than red apples sold by him. Total apples sold by β€˜Q’ are 1080 which is 20% more than that by β€˜P’ and ratio of green apples sold by β€˜P’ and β€˜Q’ is 2:3 respectively. Average number of apples sold by β€˜R’ and β€˜S’ is 680 and the ratio of green apples to red apples sold by β€˜S’ is 5:7. Red apples sold by β€˜R’ is 20% less than that by β€˜Q’ and 50% more than green apples sold by him.
      A 3:2 Correct Answer Incorrect Answer
      B 5:3 Correct Answer Incorrect Answer
      C 4:3 Correct Answer Incorrect Answer
      D 1:4 Correct Answer Incorrect Answer
      E None of these Correct Answer Incorrect Answer

      Solution

      Total apples sold by β€˜P’ = 1080/1.20 = 900 Green apples sold by β€˜P’ = (900 – 100)/2 = 400 Red apples sold by β€˜P’ = 900 – 400 = 500 Green apples sold by β€˜Q’ = 3/2 Γ— 400 = 600 Red apples sold by β€˜Q’ = 1080 – 600 = 480 Red apples sold by β€˜R’ = 0.80 Γ— 480 = 384 Green apples sold by β€˜R’ = 384/1.50 = 256 Total apples sold by β€˜R’ = 256 + 384 = 640 Total apples sold by β€˜S’ = 680 Γ— 2 – 640 = 720 Green apples sold by β€˜S’ = 5/12 Γ— 720 = 300 Red apples sold by β€˜S’ = 7/12 Γ— 720 = 420 Required ratio = 400 : 300 = 4:3

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