Solve the inequalities
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Solve the inequalities - Please Explain
1.
2.
3. 10< -t - 10 < 15
4. Solve the inequality. Give the result in interval notation.
6x + 3 < 9 or 3x − 10 > 5
5. If k 0, then |x| k is equivalent to
6. Solve the equation, if possible. (If it is not possible enter NONE.)
x = (smaller value)
x = (larger value)
7. Solve the equation, if possible. (If it is not possible enter NONE.)
|6 - x| + 4 = 14
x = (smaller value)
x = (larger value)
8. Solve the inequality.
|2x + 7| ≤ -8
9. Solve the inequality.
|4x| + 6 > 10
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Solve the inequalities in this post.
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Solve the inequalities - Please Explain
1.
The above inquality implies
Multiplying both sides by , we get the inequality reversed (multiplying with a negative number reverses the inequality) and the result is
2.
Left hand side of the figure is not visible. Please provide the correct question through the feed back feature, I will submit the solution and update the document
3. 10< -t - 10 < 15
Adding 10 to all the sides of the inequality, we ...
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