Inequality flip sign rule
[DOC File]8th Grade Functions Quiz
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Inequality: 55x ≥ 200 . Inequality (Special Rule): -5 X < 20 = x > -4 . Flip sign when there is a negative coefficient. Markup: Retail Wholesale = Retail % = Markup % + 100 % 100% . The total population increased by 35%. Expression: 1.35 x . The current population is 200 and increased by 29%. ...
[DOCX File]Math With Mrs. Swing
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Divide by -2 on each side of the inequality and flip the inequality sign. C . Divide by -2 on each side of the inequality . D. x ≥ -5. 24. Using the inequality -16k -32 > -48, what step is correct in solving: A. First, subtract 32 to each side, then divide by -16 and flip the sign. B. First, divide both sides by 16, then add 32 to both sides ...
[DOCX File]Somerset Area School District / Overview
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Divide both sides by -10. The inequality flips because you divided by a negative. To graph the inequality, put the value -3/5 on the line. Since it is greater than, shade to the right. The equal sign tells you to color in the circle. To write in set notation, put an x bar in the front followed by the inequality.
[DOC File]1
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set up two equations: one positive, one negative (if inequality, flip sign also!) solve both equations. check in original equation. Solving quadratic inequalities: solve for roots as in regular quadratic equation. for < or , shade in. for > or , shade out. Exponents. To multiply: add exponents ( To divide: subtract ( …
[DOCX File]Mrs. Disponzio's Math Website
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Review: Solving inequalities is identical to solving equations. The only exception is the multiplying and dividing rule. When you multiply or divide by a negative number (that was “attached” to the variable), flip the inequality sign.
Multiplying & Dividing Inequalities - GMAT Math Study Guide
2) For each inequality that doesn’t match, write an inequality to represent the ACTUAL solution set (in the part A box) 3) What is the difference between the incorrect solution sets from Part C (inverse operations) and the ACTUAL solution sets?
[DOC File]WordPress.com
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**Rule for subtraction: Add a line, change the sign.** Examples: ... When you graph the inequality on a number line… remember if it was ≥ or ≤, then the circle is closed. ... Greater than is to the right, less than is to the left. **The direction of the inequality sign changes if you multiply or divide both sides by a negative number. x ...
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