The average number of passion fruits in Container F, Container G and Container H is 33 and it is 6 more than the average number of pears in the 3 containers. ¹₉ of the pears are in Container F and the pears in Container F is 60% of the number of pears in Container G. If each container has the same number of fruits, what percentage of the fruits in Container H are passion fruits?
Average number of pears
= 33 - 6
= 27

Total number of pears
= 3 x 27
= 81

Total number of passion fruits
= 3 x 33 
= 99

Total number of fruits
= 81 + 99
= 180

Number of fruits in each container
= 180 ÷ 3
= 60

Pears in Container F	Pears in Container G	Pears in Container H	Total pears
1x3	8x3		9x3
3x1	5x1
3 u	5 u	19 u	27 u

60% = ⁶⁰₁₀₀ = ³₅

The number of pears in Container F is repeated.  Make the number of pears in Container F the same.  LCM of 1 and 3 is 3. 

Total number of pears
= 3 u + 5 u + 19 u
= 27 u

27 u = 81

1 u = 81 ÷ 27 = 3

Number of pears in Container H
= 19 u
= 19 x 3
= 57

Number of passion fruits in Container H
= 60 - 57
= 3

Percentage of the fruits in Container H are passion fruits
= ³₆₀ x 100%
= 5%

Answer(s): 5%