SOLUTION: a poll of students showed that 45%liked basketball, 40% liked soccer, 45% liked football, 15% liked both basketball and soccer, 2% liked both soccer and

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Question 1019958: a poll of students showed that 45%liked basketball, 40% liked soccer, 45% liked football, 15% liked both basketball and soccer, 2% liked both soccer and football, 25% liked both basketball and football, 10% liked all three. what percent liked only one sport. what percent do not like any sports.
Found 2 solutions by jorel555, MathTherapy:
Answer by jorel555(1290)   (Show Source): You can put this solution on YOUR website!
Let's say 100 students were polled. Then the total amounts are:
45+40+45=130
Then we subtract the amount who liked two sports:
15+2+25=42
130-42=88
Subtracting again for the students who liked all three, we have:
88-10=78
So we have 78% students who liked at least one sport, leaving us with 22% who didn't like any sport!!!!!!!!
Answer by MathTherapy(10552)   (Show Source): You can put this solution on YOUR website!

a poll of students showed that 45%liked basketball, 40% liked soccer, 45% liked football, 15% liked both basketball and soccer, 2% liked both soccer and football, 25% liked both basketball and football, 10% liked all three. what percent liked only one sport. what percent do not like any sports.
It's IMPOSSIBLE for only 2% to like 2 sports when it's also given that 10% like all 3. Repost with correct info. 

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