3x - 14 < 29 . 8. Student solution. We begin by writing the ineqaulity as After we eliminate the denominator we have where you need to enter the inequality symbols in the 2nd and 4th box above. In the next step, after we add or subtract the appropriate amount we have where you need to enter the inequality symbols in the 2nd and 4th box above. Lastly, we have where you need to enter the inequality symbols in the 2nd and 4th box above.

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter2: Equations And Inequalities
Section: Chapter Questions
Problem 5DE
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Question
100%
3x – 14
< 29.
Student solution.
We begin by writing the ineqaulity as
After we eliminate the denominator we have
where you need to enter the inequality symbols in the 2nd and 4th box above.
In the next step, after we add or subtract the appropriate amount we have
where you need to enter the inequality symbols in the 2nd and 4th box above.
Lastly, we have
000
where you need to enter the inequality symbols in the 2nd and 4th box above.
Transcribed Image Text:3x – 14 < 29. Student solution. We begin by writing the ineqaulity as After we eliminate the denominator we have where you need to enter the inequality symbols in the 2nd and 4th box above. In the next step, after we add or subtract the appropriate amount we have where you need to enter the inequality symbols in the 2nd and 4th box above. Lastly, we have 000 where you need to enter the inequality symbols in the 2nd and 4th box above.
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