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Re: If 60 percent of respondents answered Yes to the first question of a [#permalink]
Hi Bunuel yashikaaggarwal

Could you please help? I understood the solution after looking at the above posts but I was trying via double matrix.
Below is my working and I want to understand what is wrong.

Q1 - Yes - 60% , so 40% would have said no
Q2- Yes - 35% , so 65% would have said no

But we know that,No (Q1+Q2) = 15%
Will this not translate into 85% people answering 'Yes' to both questions?
Thereafter, we can check, 95% of 85 will give us the number of folks who answered 'Yes' to both questions.
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Re: If 60 percent of respondents answered Yes to the first question of a [#permalink]
Expert Reply
First question - YES - 60%

Second question - YES - 35%

Both Question - No - 15% : Both question 'YES': 100 - 15 = 85%

Percent of the respondents answered Yes to both questions: 60 + 35 - 85 = 10

Answer A
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Re: If 60 percent of respondents answered Yes to the first question of a [#permalink]
MathRevolution wrote:
First question - YES - 60%

Second question - YES - 35%

Both Question - No - 15% : Both question 'YES': 100 - 15 = 85%

Percent of the respondents answered Yes to both questions: 60 + 35 - 85 = 10

Answer A


Whoops. That was a bad miss.
Thanks :)
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Re: If 60 percent of respondents answered Yes to the first question of a [#permalink]
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assume we have 100 people

Yes to first question: 100 x 60% = 60
Yes to second question: 100 x 35% = 35

100 = 60 + 35 -both +15
10= both

the equation is:
Total = A + B – Both + Neither

so the answer is A
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Re: If 60 percent of respondents answered Yes to the first question of a [#permalink]
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Re: If 60 percent of respondents answered Yes to the first question of a [#permalink]
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