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darianhaynes
22.01.2021 •
Mathematics
10. Find the value that makes each equation true. a. 10
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Ответ:
Step-by-step explanation:
Ответ:
All the numbers from the replacement set {-1, 0, 1} is also a member of the solution set for the equation: -3m + 8 <26+ m .
Step-by-step explanation:
We have , the numbers from the replacement set {-1, 0, 1} is also a member of the solution set for the equation: -3m + 8 <26+ m . Let's check number by number:
For {-1} :
substituting value of -1 in inequality -3m + 8 <26+ m
⇒ -3m + 8 <26+ m
⇒![-3m + 8](/tpl/images/0542/8902/442aa.png)
⇒![-3(-1) + 8](/tpl/images/0542/8902/c2888.png)
⇒![3 + 8](/tpl/images/0542/8902/b3cd6.png)
⇒
. True , so {-1} is a member of the solution set for the equation: -3m + 8 <26+ m
For {0} :
substituting value of 0 in inequality -3m + 8 <26+ m
⇒ -3m + 8 <26+ m
⇒![-3m + 8](/tpl/images/0542/8902/442aa.png)
⇒![-3(0) + 8](/tpl/images/0542/8902/fbe80.png)
⇒
. True , so {0} is a member of the solution set for the equation: -3m + 8 <26+ m
For {1} :
substituting value of 1 in inequality -3m + 8 <26+ m
⇒ -3m + 8 <26+ m
⇒![-3m + 8](/tpl/images/0542/8902/442aa.png)
⇒![-3(1) + 8](/tpl/images/0542/8902/9848c.png)
⇒![-3 + 8](/tpl/images/0542/8902/52df2.png)
⇒
. True , so {1} is a member of the solution set for the equation: -3m + 8 <26+ m