Math, asked by nayanpathsala5, 2 months ago

A man has 2 orchards in which he grows apples and pears. Apple trees comprise 65% of trees in the first orchard and 45% of trees in the second orchard. Apple trees make up 53% of all trees in both orchards combined. What percentage of all trees combined​

Answers

Answered by shaahjahaan
2

Answer:

Step-by-step explanation:

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Answered by amitnrw
0

Given :    A man has 2 orchards in which he grows apples and pears. Apple trees comprise 65% of trees in the first orchard and 45% of trees in the second orchard. Apple trees make up 53% of all trees in both orchards combined.

To Find :  percentage of all trees combined​  in orchard 1 and orchard 2

Solution:

Assume that Total tress in orchard  are 100 A  and  100B

Apple trees  in 1st orchard  = (65/100)100A = 65A

Apple trees  in 2nd  orchard  = (45/100)100A =45B

Total Trees combined in both orchards = 65A + 45B

Apple trees make up 53% of all trees in both orchards combined.

= (53/100) (100A + 100B)

= 53A  + 53B

65A + 45B   = 53A  + 53B

=> 12A  = 8B

=>  3A  = 2B

=> B  = 1.5A

Total tress in orchard  are 100 A  and  100(1.5A)  = 150A

Total Trees = 100A + 150A = 250A

% of trees in orchards  1 =  (100A/250A) * 100  = 40 %

% of trees in orchards 2 =  (150A/250A) * 100  = 60 %

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