Question
Download Solution PDFComprehension
Direction: Study the following table and pie chart and answer the following questions.
The following pie chart shows the percentage of chocolates bought by 5 persons
Total number of chocolates = 400
Following table shows the percentage of chocolates sold by all 5 persons from the chocolates they have bought.
Find the difference between the total number of chocolates sold by A and C together and total number of chocolates which remain unsold by B, D and E together.
Answer (Detailed Solution Below)
Detailed Solution
Download Solution PDFCalculation:
Total number of chocolates sold by A = 20% × 75% × 400
⇒ 60
Total number of chocolates sold by C = 15% × 85% × 400
⇒ 51
Total number of chocolates sold by A and C together = (60 + 51)
⇒ 111
Number of chocolates sold by B = 35% × 400 × (100 – 80)%
⇒ 35% × 400 × 20%
⇒ 28
Number of chocolates sold by D = 10% × 400 × (100 – 90)%
⇒ 10% × 400 × 10%
⇒ 4
Number of chocolates sold by E = 20% × 400 × (100 – 70)%
⇒ 20% × 400 × 30%
⇒ 24
Total number of unsold chocolates by B, D and E = (28 + 4 + 24)
⇒ 56
Required difference = (111 – 56)
⇒ 55
∴ The required difference is 55
Last updated on Jun 14, 2025
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