<PRE><B>Question 904391</B>
x1		y1	x2	y2							
9      		-14      	3      	-10    							
											
slope m =		(y2-y1)/(x2-x1)									
(	-10    	-	-14    	)/(	3    	-	9    	)			
(	4    	/	-6    	)  							
m=		-  2/ 3						 			
The required line passes through both the points. So we select one point and plug it with the slope 											
Plug value of  the slope  and point			(	8	,	1	) in				
Y	=	m	x	+	b						
1.00	=	- 2/3	*	8	+	b					
1.00	=	-16/3	+	b							
b=	1    	+	16/3								
b=	19/ 3										
So the equation  will be											
Y 	=	- 2/3	x	+	19/3					
Generate values of y from x	
x=2, y = 5  (2,5)

x=5,y=3 (5,3)

x=-4,9 (-4,9)

{{{drawing(300,300,-10,10,-10,10,grid(1),circle(2,5,0.3),circle(5,3,0.3),circle(-4,9,0.3),graph(300,300,-10,10,-10,10,y=(-2/3)x+(19/3)))}}}
</PRE>