The rules of probability can lead to more valid and compound event 7.SP.8 reliable predictions about the likelihood of an event counting principle occurring. dependent events ESSENTIAL QUESTIONS event How is probability used to make informed decisions experimental about uncertain events? probability KEY IDEAS factorial finding probability independent events events likely “certain” events outcome “impossible” different between probability/chance permutation sample space theoretical probability theoretical probability experimental probability tree diagram coin activity unlikely sample space counting principle compound events dependent/independent events permutations/combinations Unit #8 ENDURING UNDERSTANDINGS acute triangle 7.G.1 March Geometry Geometric attributes (such as shapes, lines, angles, circle graph 7.G.2 Part 1 figures, and planes) provide descriptive information complementary 7.G.3 about an object’s properties and position in space and equilateral triangle 7.G.5 support visualization and problem solving. isosceles triangle ESSENTIAL QUESTIONS obtuse triangle How does geometry better describe objects? parallel lines KEY IDEAS parallelogram identifying rays/segments/lines rectangle right/acute/obtuse angles regular polygon angles that are complementary/supplementary rhombus adjacent/vertical/congruent angles triangle scalene/isosceles/equilateral triangles scalene triangle right/acute/obtuse triangles square classifying polygons supplementary regular/irregular polygons trapezoid special quadrilaterals difference between square/rectangle trapezoid/parallelogram/rhombus congruent polygons identifying parts of a circle constructing circle graphs constructing perpendicular finding bisector/section bisector/midpoint compass activity Unit #9 ENDURING UNDERSTANDINGS area 7.G.1 & Part 2 Geometric attributes (such as shapes, lines, angles, circumference 7.G.3 April figures, and planes) provide descriptive information cone 7.G.4 about an object’s properties and position in space and cylinder 7.G.6 support visualization and problem solving. hypotenuse ESSENTIAL QUESTIONS irrational number How does geometry better describe objects? net
The rules of probability can lead to more valid and reliable predictions about the likelihood of an event occurring. ESSENTIAL QUESTIONS How is probability used to make informed decisions about uncertain events? KEY IDEAS finding probability “certain” events “impossible” events different between probability/chance theoretical probability experimental probability coin activity sample space counting principle compound events dependent/independent events permutations/combinations compound event counting principle dependent events event experimental probability factorial independent events likely outcome permutation sample space theoretical probability tree diagram unlikely 7.SP.8 Unit #8 Geometry Part 1 ENDURING UNDERSTANDINGS Geometric attributes (such as shapes, lines, angles, figures, and planes) provide descriptive information about an object’s properties and position in space and support visualization and problem solving. ESSENTIAL QUESTIONS How does geometry better describe objects? KEY IDEAS identifying rays/segments/lines right/acute/obtuse angles angles that are complementary/supplementary adjacent/vertical/congruent angles scalene/isosceles/equilateral triangles right/acute/obtuse triangles classifying polygons regular/irregular polygons special quadrilaterals difference between square/rectangle trapezoid/parallelogram/rhombus congruent polygons identifying parts of a circle constructing circle graphs constructing perpendicular finding bisector/section bisector/midpoint compass activity acute triangle circle graph complementary equilateral triangle isosceles triangle obtuse triangle parallel lines parallelogram rectangle regular polygon rhombus triangle scalene triangle square supplementary trapezoid 7.G.1 7.G.2 7.G.3 7.G.5 March Unit #9 Part 2 ENDURING UNDERSTANDINGS Geometric attributes (such as shapes, lines, angles, figures, and planes) provide descriptive information about an object’s properties and position in space and support visualization and problem solving. ESSENTIAL QUESTIONS How does geometry better describe objects? area circumference cone cylinder hypotenuse irrational number net 7.G.1 7.G.3 7.G.4 7.G.6 & April
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