How To Graph Linear Inequalities In Two Variables – Basic Introduction, Algebra
How To Graph Linear Inequalities In Two Variables – Basic Introduction, Algebra

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‘Which number line shows the solution to the inequality?
1 2x +42 8?
~+ Tt -4-2 0 2 4
~+ott -4-2 0 2 4
B
Itt -4-2 0 2 4
~tt++_ 74-2 0 2 4’

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01:09

Which of the following graphs shows the solution set for the inequality below?Is 2x – 2 < 4?0 A.0 B.0 C.0 D.It’s reserved.

03:40

(a) Explain why the inequality (x – 4) > 0 has exactly one solution (you may use a graphing approach, but it is not required).What is this solution?Does the inequality (x – 4) < 2 have exactly one solution?(d) Which of the following numbers are the solutions of the inequality (r – 4) < 2? 22, 0, 1, 2

01:35

‘What whole number is a solution for the inequality x _>4 but is not a solution for the inequality x > 4?3 What whole number is a solution for the inequality * z 4 but is not a solution for the inequality x > 4?A 0 B 4 7 c 18OABD’

01:38

which graph shows the solution to this system of linear inequalities x<1/2x-2 y≤-2+4

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