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patrickpui
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patrickpui
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patrickpui
normally, the formula for this type of question is such

Group 1 + Group 2 - Common Group + Neither Group or

114-X + 108 - X - X +3X = 250

Can someone explain banerjeea_98 usage?


The 2 sets include the neither cases in them So Baner has deleted them and added one X.
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MA
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patrickpui
normally, the formula for this type of question is such
Group 1 + Group 2 - Common Group + Neither Group or
114-X + 108 - X - X +3X = 250. Can someone explain banerjeea_98 usage?


There is nothing diff bet your's and banerjees's formulae. after simplification, you both have the same algebraic expression.
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ssap
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patrickpui
normally, the formula for this type of question is such

Group 1 + Group 2 - Common Group + Neither Group or

114-X + 108 - X - X +3X = 250

Can someone explain banerjeea_98 usage?



The total no of students shld equal :
Those who watch only ESPN + those who watch only Lifetime + those who watch both + those who watch neither.
Assume x = no of students who watch both
=> (114 -x) + (108 - x) + x + 3x = 250

In your expression 114-X + 108 - X - X +3X = 250
you are subtracting those who watch both (instead of adding to get the total)
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ssap
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patrickpui
normally, the formula for this type of question is such

Group 1 + Group 2 - Common Group + Neither Group or

114-X + 108 - X - X +3X = 250

Can someone explain banerjeea_98 usage?



The total no of students shld equal :
Those who watch only ESPN + those who watch only Lifetime + those who watch both + those who watch neither.
Assume x = no of students who watch both
=> (114 -x) + (108 - x) + x + 3x = 250

In your expression 114-X + 108 - X - X +3X = 250
you are subtracting those who watch both (instead of adding to get the total)
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ssap
patrickpui
normally, the formula for this type of question is such

Group 1 + Group 2 - Common Group + Neither Group or

114-X + 108 - X - X +3X = 250

Can someone explain banerjeea_98 usage?


The total no of students shld equal :
Those who watch only ESPN + those who watch only Lifetime + those who watch both + those who watch neither.
Assume x = no of students who watch both
=> (114 -x) + (108 - x) + x + 3x = 250

In your expression 114-X + 108 - X - X +3X = 250
you are subtracting those who watch both (instead of adding to get the total)


Hope this helps. :-D
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Folaa3
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I used venn diagrams and i got 42
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ywilfred
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Folaa3
I used venn diagrams and i got 42


A venn diagram would work here because we're only invovled in 2 overlapping sets. But if the overlapping extends to 3, the table method is best. Trust me, I've experimented with Venn Diagrams for 3 overlapping sets and they give you hell :-D
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Alternative approach for people who feel venn diagram is too confusing:

E+EL=114
L+EL=108
NEL=3EL
E+L+EL+NEL=250
E+L+2EL=222
E+L+4EL=250
2EL=28
EL=14
NEL=42

(b)



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