**HOMEWORK DUE**

• Wednesday (6/3): A02d

• Friday (8/3): A02e

– Prepare $12.50 for Math TYS. This will be bought for collectively as a class.

– If you wish to know your A/E-math results for this Level Test, please email Mrs Sin (yeo_chuen_chuen) about it, stating your name, class and index number :)

* Complete pg 154 - 155 of Math notes. You should have finished the graph sketching in class.

Write down the Completed Sq of each graph/function.

**Quadratic Equations and Graphs**

__1. Identifying when to use SUM & PRODUCT of ROOTS (α, β)__

- when part of the function has more than two unknowns (refer to pg 153: x^2 +x(2-k)+k = 0), use sum & product of roots.

- find sum (-b/a) > find product (c/a) > form eqn from sum > form eqn from product > solve via simultaneous and quadratics

* refer here.

__2. Quadratic Roots Identities – α, β__

(α + β) ² = α² + 2αβ + β²

(α – β)² = α² – 2αβ + β²

α² – β² = (α + β)(α – β)

α² + β² = (α + β) ² – 2αβ

QUADRATIC EQUATION CAN ALSO BE WRITTEN AS:

**x² –**(SUM OF ROOTS:

**b/a**)

**+**(PRODUCT OF ROOTS:

**c/a**) = 0

__3. Properties of Quadratic Graphs__

1. Intersect x-axis at 0, 1, 2 points

2. Symmetrical in the line y=k, where k is the y-coordinate of vertex (turning point)

3. Always has a y-intercept at c.

__4.__

Sandy (06) to take over tomorrow's lesson summary & math homework updates!

DIS IS IFF

30Point8FM.

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