Question

The Moulton Plane is the plane M = (R2, LM) such that a subset I of R2 belongs to LM if and only if one of the following holds: i) l = {(x,y)| x=a} (vertical line); ii) l = {(x,y)| y=b} (horizontal line) iii) ( = {(x,y)| y = mx +b where m<0} (line with negative slope) [ m(x - x0) if x xo when m>0}. (bent line W 14,9 m ( x - x0) if x > xo with positive slope) iv) l = {(x,y)|y= {

Answer 1

Let, ABC be the triangle in a such that I A=(1,1), B= (0, 2) and c = (-1, 1) Let A'B'c' be the traingie in such thart - A'= (1-2), B = (0, -1) and c = (-1,-2). let, R= Ben B'e'. 20. – equation of Be is x =y-2 x-y=-2 - y=x+2 so, it is moultion line. equation of B'c' is 7 x=yti g = x-1, it is a Moultion line. y=x+2 2 2 + 1 / 2 = 1 R=(4].

Let, ABC be the triangle in a such that I A=(1,1), B= (0, 2) and c = (-1, 1) Let A'B'c' be the traingie in such thart - A'= (1-2), B = (0, -1) and c = (-1,-2). let, R= Ben B'e'. 20. – equation of Be is x =y-2 x-y=-2 - y=x+2 so, it is moultion line. equation of B'c' is 7 x=yti g = x-1, it is a Moultion line. y=x+2 2 2 + 1 / 2 = 1 R=(4].

(62) (ورد) A (11) A 4,-2) (درد) - اے