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6. Linear Inequations (In one variable)
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Q27 of 58 Page 232

Solve each of the following in equations and represent the solution set on the number line.

< 0, x ϵ R.


Given:


< 0, x ϵ R.


|x - 3| < 0


The above condition can’t be true because the absolute value cannot be less than 0


Therefore,


There is no solution for x є R .


More from this chapter

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25

Solve each of the following in equations and represent the solution set on the number line.

< 2, x ϵ R.


26

Solve each of the following in equations and represent the solution set on the number line.

< 2, x ϵ R.


28

Solve each of the following in equations and represent the solution set on the number line.

≥ 0, x ϵ R. –{–2, 2}


29

Solve each of the following in equations and represent the solution set on the number line.

1, x ϵ R – {–2, 2}


Questions · 58
6. Linear Inequations (In one variable)
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