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Lines $l, m, r$ and $s$ are parallel to each other. Transversals $p$ a
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05 May 2025, 01:02
05 May 2025, 01:02
Expert Reply
00:00
Question Stats:
50% (01:24) correct
50% (00:25) wrong based on 4 sessions
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Lines $\(l, m, r\)$ and $s$ are parallel to each other. Transversals $p$ and $q$ are parallel to each other. What is the value of $x$ ?
(A) $\(80^{\circ}\)$
(B) $\(90^{\circ}\)$
(C) $\(100^{\circ}\)$
(D) $\(110^{\circ}\)$
(E) $\(120^{\circ}\)$
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Re: Lines $l, m, r$ and $s$ are parallel to each other. Transversals $p$ a
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08 May 2025, 04:00
08 May 2025, 04:00
Expert Reply
Corresponding angles made by a transversal for two parallel lines are equal. The sum of the interior angles which are on the same side of the line made by a transversal for two parallel lines are supplementary. $\(x=100^{\circ}\)$. Thus, the correct answer is $C$.
gmatclubot
Re: Lines $l, m, r$ and $s$ are parallel to each other. Transversals $p$ a [#permalink]
08 May 2025, 04:00
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