Chapter Test Poly Inequality

πŸ“– Chapter 4 Polynomial Equations and Inequalities
πŸŽ₯ 12 videos
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12
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1
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Grade Level
12

advfnsnelsonCh4.6solutions

12 videos

1

001. Q1

Question
Answer
πŸ“š Related Lectures
12.1.2 ADVFUN, Rational Zero Theorem, given ax^3, factor.solve for x
πŸŽ“ 001. Factoring polynomial of ax^3
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2

002. Q2

Question
πŸ“š Related Lectures
Advanced Functions, Rate of Change, given Graph, describe Rates at Intervals
πŸŽ“ 001. Comparing visually AROC and IROC
πŸŽ“ 002. Matching slopes and points on graph
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3

003. Q3

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Answer
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4

004. Q4a

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Answer
πŸ“š Related Lectures
10 Math, Inequality, given.a(bx+c)>linear, solve
πŸŽ“ 002. Linear inequality, variables in and out of the bracket
πŸŽ“ 001. Linear inequality with one bracket
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5

004. Q4b

Question
Answer
πŸ“š Related Lectures
10 Math, Inequality, given Double Linear Inequality, solve
πŸŽ“ 001. Double Linear Inequality
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6

004. Q4c

Question
Answer
πŸ“š Related Lectures
12.1 ADVFUN, POLY INEQUALITY, given Cubic Inequality factored, solve
πŸŽ“ 001. Deg3 Polynomial Inequality
πŸŽ“ 002. Factored or Partially Factored
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7

004. Q4d

Question
Answer
πŸ“š Related Lectures
12.1 ADVFUN, POLY INEQUALITY, given Cubic Inequality factored, solve
πŸŽ“ 001. Deg3 Polynomial Inequality
πŸŽ“ 002. Factored or Partially Factored
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8

005. Q5

Question
Answer
πŸ“š Related Lectures
10 Math, Quadratic Modelling, given Projectile Motion Equation, solve lecture
πŸŽ“ 003. Projectile Quadratic Word Problem with given Equation example
πŸŽ“ 002. Convert to Vertex Form Projectile Problem
πŸŽ“ 001. Projectile Question
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9

006. Q6

Question
Answer
πŸ“š Related Lectures
9 Math, Polynomials, Sum, Visualizing with Algebra Tiles
πŸŽ“ 001. Sum of Polynomials Visually
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10

007. Q7

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Answer
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11

008. Q8

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Answer
πŸ“š Related Lectures
10.4.2, LINEAR INEQUALITY, convert integer Graph to Linear Inequality
πŸŽ“ 002. Two region inequality
πŸŽ“ 001. Graph to double inequality
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12

009. Q9

Question
Answer
πŸ“š Related Lectures
12.1 Advanced Functions, Polynomial, Word Problem, given geometry, set up equation.dimension
πŸŽ“ 001. Prism polynomial model
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