4. Graph each system of inequalities. Then, find the coordinates of the vertices of the feasible region. -2x- 3y =x, y>0, x20 b. (x- 2y > 6 g. ´ 2x - 3y 56 x +y6 x20, y 2x h. 2x +ys2 {x- 4y 2-4 d....


4. Graph each system of inequalities. Then, find the coordinates of the vertices of the feasible<br>region.<br>-2x- 3y <6<br>f.<br>( 2x + 4y<9<br>а.<br>x - y<2<br>2x - y<4<br>(ys2<br>v>=x, y>0, x20<br>b.<br>(x- 2y > 6<br>g.<br>´ 2x - 3y 56<br>x +y<6<br>x + 3y 2 3<br>x2 0, y 2x<br>x - 2y 2-2<br>2x + 3y < 10<br>c. (x - 2y >6<br>x20, y 2x<br>h.<br>2x +ys2<br>{x- 4y 2-4<br>d.<br>(y<x+ 3<br>(x+y>1, y>0<br>(y+2x>6<br>2<x5 5<br>(x+y22<br>4y<x+ 8<br>i.<br>y20<br>v> 2x – 5<br>(y2x- 3<br>1 <ys4<br>е.<br>j.<br>(4x- y<8<br>-x + y<1<br>2x – 3y 2-6<br>x -y<2<br>

Extracted text: 4. Graph each system of inequalities. Then, find the coordinates of the vertices of the feasible region. -2x- 3y <6 f.="" (="" 2x="" +=""><9 а.="" x="" -=""><2 2x="" -=""><4 (ys2="" v="">=x, y>0, x20 b. (x- 2y > 6 g. ´ 2x - 3y 56 x +y<6 x="" +="" 3y="" 2="" 3="" x2="" 0,="" y="" 2x="" x="" -="" 2y="" 2-2="" 2x="" +="" 3y="">< 10="" c.="" (x="" -="" 2y="">6 x20, y 2x h. 2x +ys2 {x- 4y 2-4 d. (y1, y>0 (y+2x>6 2 2x – 5 (y2x- 3 1 <8 -x="" +=""><1 2x="" –="" 3y="" 2-6="" x=""><>

Jun 03, 2022
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