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Daily Check Solve and Graph on a Number Line
|8x + 5| < and |-2x + 4| > 24
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Math II Day 46 ( ) Standard MM2A1.a Write absolute value functions as piecewise functions. Today’s Question: How do we graph BIG absolute value equations on a number line?
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Ex: Solve & graph. |2x + 6| ≥ 24 and 2x + 6 ≥ -24 2x + 6 ≤ 24
Flip the sign and make it negative |2x + 6| ≥ 24 Splits to become two small problems and 2x + 6 ≥ -24 2x + 6 ≤ 24 and 2x ≥ -30 2x ≤ 18 and x ≥ -15 x ≤ 9
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Multiply or divide by a negative
The sign and the inequality flip |-2x – 6| ≤ 14 -2x – 6 ≤ and -2x – 6 ≥ -14 -2x ≤ and -2x ≥ -8 x ≥ and x ≤ 4
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NOW FOR TODAY’S NEW STUFF
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Solve & graph. Get absolute value by itself first.
Split into two small problems and solve
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Solve & graph. 2|3x-1| + 6 > 22
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Your Turn: Solve & graph.
2|-2x+4| + 8 > 14
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Your Turn: Solve & graph.
-5|6 – 2x| -4 ≤ 26
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Worksheet Time
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