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alexis1246
10.07.2019 •
Mathematics
Ineed with this math question. i have a picture of the question.
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Ответ:
First, we have to solve this inequality. The first step to doing this is to add 10 on all sides of the inequality:![10\leq 2x \leq 16](/tpl/images/0073/0364/d0a76.png)
Next, divide all sides by 2 and your inequality is:![5\leq x \leq 8](/tpl/images/0073/0364/68b7a.png)
In set notation, this inequality is {x | 5 ≤ x ≤ 8}.
Next, interval notation has the endpoints of the line, with brackets meaning that the endpoint is included while parentheses mean the endpoint is not included. (example: (-2,18] . -2 is not included, 18 is included.) Looking at our inequality, the interval notation is [5,8].
Lastly, referring back to the inequality once more, the solution set that represents our inequality is C.
Ответ:
me please and can i get brainliest
Step-by-step explanation: