To find an equivalent inequality to both 3x < 1 and 6x < 2, we can combine the two inequalities by finding their intersection. Since both inequalities have a strict inequality (<), their intersection will result in another strict inequality (<).
Multiplying the first inequality 3x < 1 by 2, we get 6x < 2. Therefore, we can conclude that 3x < 1 and 6x < 2 are equivalent to 6x < 2.
Another inequality that is equivalent to both 3x < 1 and 6x < 2 is 6x < 2.
Hence, blank x < 9.
Make Connections The inequalities 3x < 1 and 6x < 2 are equivalent inequalities. Write another inequality that is equivalent to 3x < 1 and 6x < 2.
Blank x < 9
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