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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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in this video we're going to focus on the slope formula and also how to calculate the slope given two points so let's say we have a linear equation and on this line we have two points of interest we'll call this P1 and P2 and we want to calculate the slope using those two points this portion here is the Run this part of the triangle is the rise the slope represented by the symbol m is equal to the rise divided by the Run the rise between those two points is the change in y is the difference in the Y values the run is the change in x so the slope is equal to the change in y divided by the change in x now let's say P1 has the coordinates x 1 y1 and 0.2 has the coordinates X2 Y2 the change in y becomes the difference between the Y values of those two points so Delta Y is Y2 minus y1 Delta X the change in X which is the run is the difference between these two x values so it's X2 minus X1 and that's how you could derive the slope formula so we

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