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Four more than three times a number, is less than 30. Which of the following is not a solution? 6 12 8 7
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@Anna34 help
Rewrite it in math terms: $$\underbrace{4+}_\text{four more than}\,\underbrace{3n}_\text{three times a number}\,\underbrace{<30}_\text{is less than 30}\implies4+3n<30$$Can you isolate and solve for \(n\)?
$$4+3n<30\\3n<30-4=26\text{ by subtracting 4 from both sides}\\n<\frac{26}3\approx8.67\text{ by dividing both sides by 3}$$
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