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Derek Hicks
Mathematics
20 March, 01:42
How can I sole 2x over 3 is greater than 4x+10
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Francesca Mullen
20 March, 02:10
0
Answer: x < - 3
Explanation:
(2x) / 3 is greater than 4x+10
(2x) / 3 > 4x + 10
You want to isolate x on 1 side:
Multiply both sides by 3
=> 2x > 3 (4x + 10)
=> 2x > 12x + 30
Subtract 12x from both sides:
=> - 10x > 30
Divide - 10 from both sides. Note when multiplying or divide by a negative number in inequality, you must flip sign:
=> x < - 3 for (2x) / 3 to be greater than 4x+10
Check: plug in - 6
2 (-6) / 3? 4 (-6) + 10
-4? - 14
-4 > - 14
This inequality is valid.
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