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In a poll, $x \%$ said that they would vote for a particular propositi
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25 Apr 2025, 01:13
25 Apr 2025, 01:13
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In a poll, $\(x \%\)$ said that they would vote for a particular proposition. Of these, $\(y \%\)$ actually voted for it. $z \%$ of those who did not say that they would vote for the proposition actually voted for the proposition. What percentage of those who polled, voted for the proposition?
(A) $\(z+\frac{x(y-z)}{100}\)$
(B) $\(x-\frac{y(z-x)}{100}\)$
(C) $\(100-x+\frac{y z}{100}\)$
(D) $\(100+z-\frac{x y}{100}\)$
(E) $\(\frac{100 z-x(y-z)}{100}\)$
(A) $\(z+\frac{x(y-z)}{100}\)$
(B) $\(x-\frac{y(z-x)}{100}\)$
(C) $\(100-x+\frac{y z}{100}\)$
(D) $\(100+z-\frac{x y}{100}\)$
(E) $\(\frac{100 z-x(y-z)}{100}\)$
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In a poll, $x \%$ said that they would vote for a particular propositi [#permalink]
25 Apr 2025, 01:13
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