SOLUTION: determine the point of intersection of: a) 1/2(x-2)-1/4(3-y) &#8805; 2 3x-4y &#8805; 2 b) x-3(y-3) &#8804; 3 2x

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Question 692801: determine the point of intersection of:
a) 1/2(x-2)-1/4(3-y) ≥ 2
3x-4y ≥ 2
b) x-3(y-3) ≤ 3
2x - 1/3(3-3y) ≥ 4
x + 5/3y ≥ 1
Answer by MathLover1(20849) (Show Source):
You can put this solution on YOUR website!
a)

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first graph both lines as and , find and and find intersection point
...set and find
........=>.........; is at (,)

...set and find
........=>....=>....; is at (,)
--
...set and find
........=>.........; is at (,)

...set and find
........=>....=>....; is at (,)
draw a lines, note both of them are a part of solution

now shade the part where and

b)
do same with these inequalities

....=>...=>...=>......=>......=>...

..=>....=>....=>....=>..

...=>......=>.....=>...
same way you find and and draw a lines than shade the area that belongs to a solution ; it will look like this:

SOLUTION: determine the point of intersection of: a) 1/2(x-2)-1/4(3-y) &#8805; 2 3x-4y &#8805; 2 b) x-3(y-3) &#8804; 3 2x - 1/3(3-3y) &#8805; 4 x +

SOLUTION: determine the point of intersection of: a) 1/2(x-2)-1/4(3-y) ≥ 2 3x-4y ≥ 2 b) x-3(y-3) ≤ 3 2x - 1/3(3-3y) ≥ 4 x +