4.5 Quadratic Relations of the Form y=a(x -r)(x - s)

📖 Chapter 4 Quadratic Relations
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001. Q1

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002. Q2

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10.4.2 MATH, given Factored Form, graph
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3

003. Q3a

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10.4.2 MATH, given Factored Form, graph
🎓 002. Graphing from Factored form of Parabola ex2
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4

003. Q3b

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10.4.2 MATH, given Factored Form, graph
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5

003. Q3c

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10.4.2 MATH, given Factored Form, graph
🎓 002. Graphing from Factored form of Parabola ex2
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6

003. Q3d

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10.4.2 MATH, given Factored Form, graph
🎓 002. Graphing from Factored form of Parabola ex2
🎓 001. Intro to Sketching from Factored Form of Parabola
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004. Q4a

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004. Q4b

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004. Q4c

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10.4.2 MATH, given Factored Form, graph
🎓 002. Graphing from Factored form of Parabola ex2
🎓 001. Intro to Sketching from Factored Form of Parabola
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10

004. Q4d

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10.4.2 MATH, given Factored Form, graph
🎓 002. Graphing from Factored form of Parabola ex2
🎓 001. Intro to Sketching from Factored Form of Parabola
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11

004. Q4e

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12

004. Q4f

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13

005. Q5

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10.4.2 MATH, given Factored Form, graph
🎓 002. Graphing from Factored form of Parabola ex2
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14

006. Q6a

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10 Math, Parabola, Transformation, Horizontal, given y=(x-p)^2, sketch
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🎓 002 Shift right parabola example
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15

006. Q6b

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10.4.2 MATH, given Factored Form, graph
🎓 002. Graphing from Factored form of Parabola ex2
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16

006. Q6c

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📚 Related Lectures
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🎓 002. Graphing from Factored form of Parabola ex2
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17

007. Q7

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10 Math, Parabola, Transformation, Horizontal, given y=(x-p)^2, sketch
🎓 004. Bandit Story
🎓 003. Why does it move in opposite direction
🎓 002 Shift right parabola example
🎓 001. Introduction to Horizontal Shift
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18

008. Q8ab

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19

008. Q8c

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20

010. Q10a

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21

011. Q11

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🎓 001. Bridge with a diagram setup
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22

012. Q12

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10 Math, Quadratic Modelling, given Equation of Parabola (Bridge/Cross Section), solve
🎓 001. ph
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23

013. Q13a

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24

013. Q13b

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25

013. Q13c

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26

013. Q13d

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27

013. Q13e

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28

015. Q15

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Answer
📚 Related Lectures
10.4.2 MATH, given Factored Form, graph
🎓 002. Graphing from Factored form of Parabola ex2
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000. Section Intro

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001. Sketching Parabola in the form of y = a(x - r)(x - s)

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002. Finding equation of the parabola which models a bridge

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4

003. Solving Word Problem using the Roots

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