HOMEWORK #7 - do all problems on A sepo.,ra1-.e ~hee,t c+ ~er. For eac hfhfill 1 x an dth e y-mtercepts. ate a owmg on your own ~aper fi n d the x - 3y = 6 2. 4x - 5y 10 II. 4. = = 15 3x -7y 7. 4x+8 = 2y Allje.bm. 1- :2n4 SC;)C w~ y au must s how a IIwar.k' +y = 7 5. 2x 5 8. --+-=2 4 2 3x-y ..J. 1 zX +y 6. X ry =4 2 = 3'y + 9 x-y 1. Find the slope of the following: 1. 2. A~ , I I .l~ ~.~ : r- I I I , I , I '\. I ,- I I I I", ,po """ "-~ A ~ I., '..-: '<I I I ! i I I - " I I, I I I I e- , , I I ! I I i I I I ! I I I I I ~" ~> II. Find the slo p e•• of the line throu gh the g rven po m s: . 5. ((7, -6) and (-5,2) 4. (1,2) and (-3, -4) 6. (4, -7) and (4, 3) TIL Find the slope of the line with the given equation: 7.3x-4y=7 8. x= 3 9. tx+}y::::2 IV. Draw the line through the given point a::ld v.'i::b. the given slope: ,.11. (-2, 3) and slope t 1O. 3(x - 1) = 7y \.\S6 C:.'l.A "" PAPEe ~ 12. (0, 5) and slope - + v. Determine if the given points are collinear: 13. (0,2), (3, 0) and (-3, 4) 14. (0, -2), (3, -1) and (6,1) 15. The vertices of a triangle are A (3; 4), B (-2, 1) and C (3, ·2). Find the slope of each side of the triangle. 16. Find the valueofy (3, -2). so that the point (6, y) lies on the line that contains (I, -3) and
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