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Coordinate Proof Using Slope and Distance Module 10 Answer Key  Form

Coordinate Proof Using Slope and Distance Module 10 Answer Key Form

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Instructions and help about module 10 coordinate proof using slope and distance

we're going to look at an application question of parallel and perpendicular lines so it says show that the quadrilateral ABCD given by two vertices is a parallelogram well if it's a parallelogram you must have two pairs of parallel lines and we've learned how to find the slope of lines and if they are parallel well then they have the same slope so if we're looking at the slope of a B and we use of course the slope formula y2 subtract y1 over x2 it's direct x1 we see that we can get the slope of a B is 1/2 the slope of C D is also 1/2 the slope of a D is negative 8 and the slope of BC is negative 8 so we have BC is parallel to ad because the slopes are equal and CD is parallel to a B because their slopes are equal so since there are opposite sides that are parallel then ABC is a parallelogram you can pause this clip if you wish and try the next question I'm going to continue with it and then you can you can play when you're finished working on it yourself here's C is 6 and 4 1 2 3 4 yo

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