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Sticky Note
In 1999, Danish read 10 English books and 7 Urdu books. In 2000, he read twice as many Urdu books as English books. If 60% of the books that he read during the two years were Urdu, how many books did he read in 2000?
  1. 26
  2. 32
  3. 39
  4. 48
Explanation

Let the number of English books Danish read in 2000 = x  

Then Urdu books in 2000 = 2x (twice as many)


Total books:

- In 1999:  

  English = 10, Urdu = 7 → Total = 17

- In 2000:  

  English = x, Urdu = 2x → Total = x + 2x = 3x


Total books in 2 years = 17 + 3x  

Total Urdu books = 7 + 2x  

Given: 60% of total books were Urdu  

So:


(7 + 2x) / (17 + 3x) = 0.6


Multiply both sides:


7 + 2x = 0.6(17 + 3x)  

7 + 2x = 10.2 + 1.8x  

2x - 1.8x = 10.2 - 7  

0.2x = 3.2  

x = 16


So, in 2000:

- English = 16  

- Urdu = 2×16 = 32  

- Total = 48


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اس سوال کو وضاحت کے ساتھ پڑھیں

  1. 50
  2. 80
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