January - Geometry
Overall Expectations - By the end of Grade 6, students will:
• classify and construct polygons and angles
• sketch three-dimensional figures and construct three-dimensional figures from drawings
More specifically:
- sort and classify quadrilaterals by geometric properties related to symmetry, angles,
and sides.
- sort polygons according to the number of
lines of symmetry and the order of rotational symmetry
- construct polygons using a variety of
tools, given angle and side measurements
- measure and construct angles up to 180°
using a protractor, and classify them as
acute, right, obtuse,
or straight angles
October - Patterns and Algebra
BIG IDEAS (taken from “Big Ideas by Dr. Small”)
- Patterns represent identified regularities. There is always an element of repetition.
- Patterns can be represented in a variety of ways (i.e. pictures, words, graphs, sequences, tables).
- Some ways of displaying data highlight patterns.
- By identifying the element of repetition, one can make predictions related to the pattern.
STUDENT LEARNING GOALS:
Goal 1: I can identify the type, extend, and find missing terms within patterns.
Goal 2: I can determine the transformation (rule) in an extending pattern.
Goal 3: I can use the core of a repeating pattern to make predictions.
Goal 4: I can represent and determine patterns in graphs, sequences, tables, pictures, and words.
Goal 5: I can make predictions related to a specific pattern.
Goal 6: I can understand that algebra is a language used for representing and exploring mathematical
relationships.
Goal 7: I can investigate problems involving missing numbers and develop an early sense of variable.
By the end of Grade 6, students will:
• describe and represent relationships in growing and shrinking patterns (where the
terms are whole numbers), and investigate repeating patterns involving rotations;
- make tables of values for growing patterns, given pattern rules in words.
– determine the term number of a given term in a growing pattern that is represented by a pattern rule.
• use variables in simple algebraic expressions and equations to describe relationships;
- demonstrate an understanding of different ways in which variables are used.
- identify, through investigation, the quantities in an equation that vary and those that remain constant.
- solve problems that use two or three symbols or letters as variables to represent different unknown quantities.
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