Asked by Praise
                In a class of 50 pupils, 24 like oranges,23 like apples,and 7 like the 2 fruits. How many do not like oranges ane apples,and what percentage of the class likes apples only
            
            
        Answers
                    Answered by
            Praise
            
    No respond
    
                    Answered by
            oobleck
            
    impatient much? You start griping after only one minute?
Did you do a Venn diagram?
Here's a start.
24+23-7 = 40
so 10 do not like either fruit.
Now finish it off.
    
Did you do a Venn diagram?
Here's a start.
24+23-7 = 40
so 10 do not like either fruit.
Now finish it off.
                    Answered by
            mathhelper
            
    Wow, you actually complained that nobody responded after 1 minute of posting!
Did you try using Venn diagrams?
You only need two overlapping circles, put 7 in the intersection.
Since the 24 liking oranges would include the 7 for both, the "only orange"
part would be 17, and the only apple part would be 16
adding those up gives us 40.
But there were 50 pupils, so what does it tell you about the remaining 10 students?
You should be able to answer all the individual cases
    
Did you try using Venn diagrams?
You only need two overlapping circles, put 7 in the intersection.
Since the 24 liking oranges would include the 7 for both, the "only orange"
part would be 17, and the only apple part would be 16
adding those up gives us 40.
But there were 50 pupils, so what does it tell you about the remaining 10 students?
You should be able to answer all the individual cases
                    Answered by
            shyla
            
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                    Answered by
            shyla
            
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                    Answer
            
    24-7+7+23-7 = 40
Universal set; 50 - 40 = 10
    
Universal set; 50 - 40 = 10
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