Question

Question 2: draw a problem that needs the slope of a line formula and demonstrate
and give examples with different missing
measurement we need to find to slope of a line formula clearly understandable

Answer 1

① Example : 3 + 2 4 5 G line det of the line is given mentioned above, from the We have two points. (2,4)= (6,3) (x2, Ya )= (2,1) line 42-4, - m. Slope of narxi 1-3 2-6 -13 Thus, slope of given line is m=1 is where formula for slope of line 42-4, X2-X,

Example : 3 4 S. we from the given line get two points let (441) = (3,-1) (xo. 92) =(4,-2) slope of the tine Ya-Y, m = -> m= -2-(1) -1-3 -2+1 = -4 H Thes, slope of given I from - line is im = slope formula 42-4, 22-x, Example : find out the line with coordinate of a missing points (2,3) and (5,4), with slope is - solution: let given points (x, y) = (2,3) (x2.42)=(5,4) slope Em:-) line m = 42-4 g-xi 4-3 = -1 5-2 y-3 = -1 We know slope of 3 Y-3 =-3 y=0 missing coordinate is 1-0 with the Therefore, given slope.