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Type: Multiple-Choice
Category: Points, Lines, and Planes
Level: Grade 10
Standards: HSG-CO.C.9
Score: 1
Author: nsharp1
Created: 6 years ago

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Points, Lines, and Planes Question

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Grade 10 Points, Lines, and Planes CCSS: HSG-CO.C.9

Choose the correct missing reason from step 3.

Given the parallel lines

$k$ and

$m$ , and transversal

$t$ , prove that

$ang 1 ~= ang 7$ .

Parallel Lines - Skew Transversal

$\ \ \ \ \ \ " Statement " \ \ \ \ \ \$	$" Reason "$
$1. k " \|\| " m$	$1. "Given"$
$2. ang 1 ~= ang 5$	$2. "Corresponding angles are congruent"$
$3. ang5 ~= ang 7$	$3.$
$4. ang 1 ~= ang 7$	$4. "Substitution property of equality"$

Vertical angles are congruent
Given
Same side interior angles are congruent
Supplementary angles are congruent