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A.A.24 Algebraic equation & Inequalities How Braulio, Numan, Monshur, and Willy solved an algebraic inequality in their UR.

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Presentation on theme: "A.A.24 Algebraic equation & Inequalities How Braulio, Numan, Monshur, and Willy solved an algebraic inequality in their UR."— Presentation transcript:

1 A.A.24 Algebraic equation & Inequalities How Braulio, Numan, Monshur, and Willy solved an algebraic inequality in their UR

2 The problem Solve for X:

3 Willy: Why do you change the sign from (is greater than)? Braulio: You need to change the sign when you are solving problems with inequality signs. Willy: But why?

4 Monshur: Look [point to the text] you don’t change the sign. Numan: You don’t have to change the sign, but I don’t know why The problemExample from UR

5 Willy: I learned that you change the sign (inequality) when you divided by a negative number, but here you divided by positive 4, so keep the sign. Willy’s Ah-Ha Moment!!

6 Our Take Away (1) If each side of an inequality is divided by the negative number, then change the sign. (2) They referenced to an existing example.


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