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Graph the equation using x and y-intercepts.

9. 8x + 4y = 32

10. –6x + 5y = –30

11. –4x – 5y = 20

12. 6x + 8y = 48

13. 3x + 7y = 21

14. 6x – 7y = –42

15. –3x + 3y = –9

16. 7x – 2y = –14

 Sep 15, 2015
 #1
avatar+23254 
+5

For each of these, find two points.

First, enter 0 for x, and solve for y

Then, enter 0 for y, and solve for x.

 

For instance:  8x + 4y  =  32

First:  let x = 0  --->   8(0) + 4y  =  32

                                  0 + 4y  =  32

                                        4y  =  32

                                          y  =  8     --->  Plot the point (0, 8)

 

Then:  let y = 0   --->   8x + 4(0)  =  32

                                    8x + 0  =  32

                                          8x  =  32

                                            x  =  4     --->  Plot the point (4, 0)

 

Then draw the line that passes through the points  (0, 8)  and  (4, 0).

 Sep 16, 2015
 #2
avatar+26396 
0

Graph the equation using x and y-intercepts.

9. 8x + 4y = 32

10. –6x + 5y = –30

11. –4x – 5y = 20

12. 6x + 8y = 48

13. 3x + 7y = 21

14. 6x – 7y = –42

15. –3x + 3y = –9

16. 7x – 2y = –14

For all equations it is the same:  a*x+b*y = a*b
so

ax+by=ab|:(ab)axab+byab=1xb+ya=1 y-intercept(x=0):ya=1y=a x-intercept(y=0):xb=1x=b

 

So connect (0,a) with (b,0) to draw the line


We have:

a=b=connect9.8x+4y=3284(0,8)  (4,0)10.6x+5y=3065(0,6)  (5,0)11.4x5y=2045(0,4)  (5,0)12.6x+8y=4868(0,6)  (8,0)13.3x+7y=2137(0,3)  (7,0)14.6x7y=4267(0,6)  (7,0)15.3x+3y=933(0,3)  (3,0)16.7x2y=1472(0,7)  (2,0)

 

laugh

 Sep 16, 2015

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