d. Given line FE intersecting lines FB and CE so that
–BFE@–CEF.Prove that line FB is parallel to line CE.
(Hint: What would happen if line FB was not parallel to line CE?)
1201 Group test Names: ______________________
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Question 1
a. State Richard’s Alternate Angles of Parallel Lines Theorem.
b. State the converse of Richard’s Alternate Angles of Parallel Lines Theorem.
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d. Given line FE intersecting lines FB and CE so that –BFE@–CEF.Prove that line FB is parallel to line CE. (Hint: What would happen if line FB was not parallel to line CE?) |
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1201 Group test Page 2
Question 2
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Given quadrilateral ABCD with E the midpoint of CD, F the midpoint of BC, Prove that HG is parallel to EF. (Hint: Add lines to the diagram if necessary) |
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Bonus: What else can you prove?
