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Objectives: Solve two step and multi-step inequalities.

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Presentation on theme: "Objectives: Solve two step and multi-step inequalities."— Presentation transcript:

1 Objectives: Solve two step and multi-step inequalities.

2 Inverse Operations To solve equations we isolate (get by itself) variables by using inverse operations. The following needs to be memorized: Inverse Operations Addition Subtraction Multiplication Division Square x2 Square Root

3 Clear parenthesis (Use distributive Property)
Combine Like Terms on each side of the = Move all variables to one side of the “=“ using inverse operations (+ or -) Move all constants (numbers) to the other side of the “=“ using inverse operations (+ or -) Get rid of the constant (number) attached to the variable by either (x or ÷) REMEMBER: IF YOU MULTIPLY OR DIVIDE BY A NEGATIVE NUMBER YOU MUST FLIP THE SIGN!!!!!!

4 The following symbols need to be memorized….
When graphing inequalities the symbol tells you what type of dot you should have. Hint: If there is a solid line under the symbol you should have a solid dot!

5 45 + 2b > 61 8 – 3y ≥ 29

6 –4(2 – x) ≤ 8

7 13 – 2x ≥ 21 3 + 2(x + 4) > 3

8 –2(3 – t)+ 5t > 8 3 + 2(x + 4) > 3

9 11. A video store has two movie rental plans
11. A video store has two movie rental plans. Plan A includes a $25 membership fee plus $1.25 for each movie rental. Plan B costs $40 for unlimited movie rentals. For what number of movie rentals is plan B less than plan A? PLAN A PLAN B


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