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Let there be coordinates D(4,3) F (2,-1) E(6,8) and G(4, 9). Which describes the relationship between the slope of line DF and Line EG. Parallel Perpendicular No Relationship Sa…

Let there be coordinates D(4,3) F (2,-1) E(6,8) and G(4, 9). Which describes the relationship between the slope of line DF and Line EG. Parallel Perpendicular No Relationship Sa…
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Let there be coordinates D(4,3) F (2,-1) E(6,8) and G(4, 9). Which describes the relationship between the slope of line DF and Line EG.

Parallel
Perpendicular
No Relationship
Same Line

User Sam Jett
by
7.7k points

2 Answers

4 votes
The answer is perpendicular.
User DV Singh
by
7.5k points
4 votes

Answer: Perpendicular

User Chris Kent
by
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User WLc
asked Sep 25, 2024 51.3k views
Statement: Reasons: DF=EG. DE Prove: DE=FG Statements DF=EG DF=DE+EF. EG=EF+FG DE+EF=EF+ FG FL G
WLc asked Sep 25, 2024
by WLc
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