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Which Statement Would One Prove by the Indirect Method

Question 7

Multiple Choice

Which statement would one prove by the indirect method?


A) If Which statement would one prove by the indirect method? A) If   and   are not congruent angles, then   and   are not vertical angles. B) If r || s , then   . C) If l ⊥ m and m ⊥ p , then l || p . D) If two sides of a triangle are congruent, then two angles of that triangle are congruent. and Which statement would one prove by the indirect method? A) If   and   are not congruent angles, then   and   are not vertical angles. B) If r || s , then   . C) If l ⊥ m and m ⊥ p , then l || p . D) If two sides of a triangle are congruent, then two angles of that triangle are congruent. are not congruent angles, then Which statement would one prove by the indirect method? A) If   and   are not congruent angles, then   and   are not vertical angles. B) If r || s , then   . C) If l ⊥ m and m ⊥ p , then l || p . D) If two sides of a triangle are congruent, then two angles of that triangle are congruent. and Which statement would one prove by the indirect method? A) If   and   are not congruent angles, then   and   are not vertical angles. B) If r || s , then   . C) If l ⊥ m and m ⊥ p , then l || p . D) If two sides of a triangle are congruent, then two angles of that triangle are congruent. are not vertical angles.
B) If r || s , then Which statement would one prove by the indirect method? A) If   and   are not congruent angles, then   and   are not vertical angles. B) If r || s , then   . C) If l ⊥ m and m ⊥ p , then l || p . D) If two sides of a triangle are congruent, then two angles of that triangle are congruent. .
C) If l ⊥ m and m ⊥ p , then l || p .
D) If two sides of a triangle are congruent, then two angles of that triangle are congruent.

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