case 1

Day 3 Clip 1

In the previous clip we saw Ms. Coombs employ the “expand” feature on graphing calculator. In this clip, she challenges the students to use their earlier knowledge about distribution to go from the factored form to the expanded form.

 

Day 3 Clip 2

Ms. Coombs continues to lead the discussion about a situation where Graphing Calculator has converted the function y = (x +4)(x + 6) to the expanded form y = x2 + 10x + 24.

 

Day 3 Clip 3

Ms. Coombs asks students to make a connection between the previously learned distributive property and the current topic of binomial multiplication.

 

Day 3 Clip 4

As part of the class work, Ms. Coombs has the students think once again about finding the zeros of a function in factored form. 

 

Day 3 - Clip 3

Ms. Coombs asks students to make a connection between the previously learned distributive property and the current topic of binomial multiplication. Students assign the placeholders a, b, and c from (a+b)c = ac + bc to the example y = (x + 4)(x + 6). She leads the class through the distributive process twice in order to write the binomial product in the expanded, quadratic form.

 

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