In given figure, number line represents the solution of inequality ____ .

2 x - 4 < 16

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2 x - 6 < 10

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2 x - 6 > 12

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2 x - 4 > 16

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Solution

The correct option is D $2 x - 6 < 10$
The above straight line depicts
$x < 8$
Or
$2 x < 16$
or
$2 x - 16 < 0$

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Similar questions

| 2 x + 6 | \leq 16

2 x - 5 \leq 5 x + 4 < 11, w h e r e x ϵ I

- 3 < - \frac{1}{2} - \frac{2 x}{3} \leq \frac{5}{6}, x ϵ R

Solve the inequalities in Exercieses 7 to 10 and represent the solution graphically on number line:

3x-7 > 2(x-6),6-x > 11 -2x

3 x - 7 > 2 (x - 6), 6 - x > 11 - 2 x

Solve the inequalities in Exercieses 7 to 10 and represent the solution graphically on number line:

2(x-1)< x+5, 3(x+2)>2-x

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