find the slope using the indicuted method
Answer (1)
Answer:To find the slope using the indicated method (often referred to as the "slope formula" or "rise over run"), you can use the formula:slope()=2−12−1slope(m)= x 2 −x 1 y 2 −y 1 Where:(1,1)(x 1 ,y 1 ) and (2,2)(x 2 ,y 2 ) are two points on the line.Steps to Find the Slope:Identify two points on the line: Let's say the two points are:Point 1: (1,1)(x 1 ,y 1 )Point 2: (2,2)(x 2 ,y 2 )Subtract the y-coordinates: Calculate 2−1y 2 −y 1 (this is the "rise").Subtract the x-coordinates: Calculate 2−1x 2 −x 1 (this is the "run").Divide the rise by the run: This will give you the slope.Example:Let's say we have the points (2,3)(2,3) and (5,11)(5,11):(1,1)=(2,3)(x 1 ,y 1 )=(2,3)(2,2)=(5,11)(x 2 ,y 2 )=(5,11)Calculate the rise:2−1=11−3=8y 2 −y 1 =11−3=8Calculate the run:2−1=5−2=3x 2 −x 1 =5−2=3Find the slope:=83m= 38 Conclusion:The slope of the line that passes through the points (2,3)(2,3) and (5,11)(5,11) is 8338 .
