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There are three types of bags. Bag A is filled with 3990 apples which are 57% of the total volume of the bag A, bag B is filled with 3710 oranges which are 53% of the volume of bag B and bag C is filled with 3280 papaya which is 41% of the volume of bag C. Find the total number of fruits which is filled in the blank space of the three bags.

There are three types of bags. Bag A is filled with 3990 apples which are 57% of the total volume of the bag A, bag B is filled with 3710 oranges which are 53% of the volume of bag B and bag C is filled with 3280 papaya which is 41% of the volume of bag C. Find the total number of fruits which is filled in the blank space of the three bags. Correct Answer 11020

Given∶ Number of apples in bag A = 3990

Number of apples in bag B = 3710

Number of apples in bag C = 3280

Percentage of the volume of Bag A filled with apples = 57%

Percentage of the volume of Bag B filled with apples = 53%

Percentage of the volume of Bag C filled with apples = 41%

Calculation∶

Percentage of volume of blank space of bag A = 100 – 57 = 43%

⇒ Number of apples that can be filled in blank space = 3990/57 × 43 = 3010

Percentage of volume of blank space of bag A = 100 – 53 = 47%

⇒ Number of apples that can be filled in blank space = 3710/53 × 47 = 3290

Percentage of volume of blank space of bag C = 100 – 41 = 59%

⇒ Number of apples that can be filled in blank space = 3280/41 × 59 = 4720

∴ Total number of fruits which is filled in the blank space of the three bags = 3010 + 3290 + 4720 = 11020

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