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Published byHarvey Reynard OβBrienβ Modified over 5 years ago
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Warm Up Thursday Find the vertex, axis of symmetry, Max/Min of π¦=β2(π₯β4)(π₯+2) Find the equation of the line passing through the following points (0,4), (β6,0)
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Warm Up Friday 2017-9-15 Sketch and find vertex π¦=β3 π₯β2 2 +4
π¦=β3 π₯β π₯=2 π¦+1 2 β5
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Warm Up Monday Sketch and find vertex. Sketch the focus and Directrix π¦=β π₯ π₯= π¦+2 2 β3
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Warm Up Tuesday Sketch and find vertex. Find the focus and Directrix π¦=β π₯β Find the vertex Sketch the graph Sketch Focus and directrix Find π= 1 4π Find the focus and the directrix
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Warm Up Wednesday Find the equation of the parabola with vertex (β3,4) passing through (β1,10) Chapter 3 rediness Simplify 20 Factor the following trinomial π₯ 2 β2π₯β8
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Warm Up Thursday Write the three forms of the quadratic equation (1. General, 2. Vertex, 3. Intercept) Simplify 32 Factor the following trinomial π₯ 2 β4π₯+4
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Warm Up Monday Write the three forms of the quadratic equation (1. General, 2. Vertex, 3. Intercept) Simplify 48 Factor the following trinomial π₯ 2 β3π₯β10
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Warm Up Tuesday Write the three forms of the quadratic equation twice (1. General, 2. Vertex, 3. Intercept)
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Warm Up Thursday 09/28/2017 Simplify 50 Factor π₯ 2 β7π₯+6
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