SLIDE 1
Current Secondary Math Pathways UC Qualified with No Acceleration - - PowerPoint PPT Presentation
Current Secondary Math Pathways UC Qualified with No Acceleration - - PowerPoint PPT Presentation
Current Secondary Math Pathways UC Qualified with No Acceleration Junior High Pathways Regular Pathway Options for Junior High Accelerated Students in High School 9th 10th 11 th 12th 1. Move to non accelerated pathway 2. Move to high
SLIDE 2
SLIDE 3
Junior High Pathways
Regular Pathway
SLIDE 4
Options for Junior High Accelerated Students in High School
- 1. Move to non‐accelerated pathway
- 2. Move to high school accelerated pathway
Criteria: B‐ or higher for both semesters of 8th
9th 10th 11th 12th
SLIDE 5
Entering Accelerated Pathway in 10th Grade
Criteria: Grade of “A” for both semesters and 90% or above on all district benchmarks.
SLIDE 6
Proposed Modifications
- Name Change: CC3 changed to Foundational Algebra and
Geometry to reflect course content
- Offer Summer Bridge Class to high performing 7th grade students
to allow students to enter accelerated pathway in 8th grade
– Criteria: Grade of “A” at both semesters and 90% or higher on district benchmarks
SLIDE 7
Proposed Modifications
- Allow students on non‐accelerated pathway to
take Algebra 2 or Algebra 2/Trig as an elective
SLIDE 8
Major Topics
6th Grade: Foundations for the Transition to Algebraic Representation
- Integers and their
- perations
- Fluency in Division of
Fractions
- Ratios, proportional
reasoning, problem solving
- Expressions, Equations, and
Inequalities
- Geometry‐ area, surface
area, volume
- Statistics
7th Grade
- Properties of Rational
Numbers
- Expressions and Linear
Equations
- Rate and Problem Solving
using Rate
- Proportional Reasoning
- Algebraic Modeling with
Equations
- Geometry: Angles, 3D
Shapes
- Statistics and Probability
SLIDE 9
Major Topics 8th Grade
- Equations
- Introduction to Systems
- Introduction to Functions
- Graphing
- Rational/Irrational Numbers
- Exponents
- Pythagorean Theorem
- Geometry:
– Rotations, Reflections, and Translations – Triangle Proofs – Volume of 3D objects
- Bivariate Data