Given point doesn't satisfy the inequality
Step-by-step explanation:
In order to check, if an inequality is satisfied by the point or not the point is put in the inequality
Given inequality is:
Putting the point (-2,-1) in the inequality
As -6 cannot be greater than zero,
So,
Given point doesn't satisfy the inequality
Keywords: Inequality, properties
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Normally, you would do whatever is inside of the parenthesees first then do the rest but we cant get any further so we remove the parenthasees by distrubtion
7a+6b-4(3a-3b)
-4(3a-3b)
a(b+c)=(ab)+(ac)
-4(3a-3b)=-12a-(-12b)
7a+6b-12a+12b
7a-12a+6b+12b
-5a+18b
that's the asnwer
The statement that is correct and that best describe the graph of 3x - 2y = 4, it is a straight line joining the points (0,-2), (2,1), and (-2,-5). The best way to get all the points is to simply graph them, when you graph the point you can easily get the answer in this question. The answer in this question is B. It is a straight line joining the points (0, −2), (2, 1), and (−2, −5).