Geometry Learning Targets and IXL Modules - Student View 1718
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STUDENT SELF TRACKER
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START HEREIXL % Completion (You need 100% unless stated otherwise)IF YOU GET STUCK WATCH THIS!FINISH WITH THIS
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IXL Topics70VideosExit Ticket
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S1BoG1 - I can define, identify or construct key Geometry terms and postulates
(Point, Line, and Plane, colinear, coplanar, Segment and Ray, Intersections of Lines and
Planes)
Points, Lines and Segments
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B.1
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B.2
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B.3
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Angles
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C.1
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C.2
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BoG2 - I can define, identify or construct key Geometry terms and postulates
(Ruler Postulate,Segment Addition Postulate, The Distance Formula,
Congruent Segments
)
Points, Lines and Segments
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B.3
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B.5
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B.8
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B.9
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GoG3 - I can define, identify or construct key Geometry terms and postulates
(Midpoints and Segment Bisectors, Partitioning a Segment on a Number
Line, Midpoint of a Segment in a Coordinate Plane
)
Points, Lines and Segments
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B.4
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B.6
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B.7
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BoG4 - I can define, identify or construct key Geometry terms and postulates
(Classifying Polygons, Finding Perimeter and Area in the Coordinate
Plane
)
Area and Perimeter
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S.5
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S.6
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G.1
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BoG5 - I can define, identify or construct key Geometry terms and postulates
(Protractor Postulate,Types of Angles, Angle Addition Postulate, Bisecting
Angles
)
Angles
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C.1
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C.2
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C.5
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BoG6 - I can define, identify or construct key Geometry terms and postulates
(Complementary and Supplementary Angles, Adjacent Angles, Linear
Pairs and Vertical Angles)
Angles
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C.3
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C.4
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RP1 - I can write and interpret conditional statements including negations, converses, and contrapositivesLogic
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I.1
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I.2
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I.3
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I.4
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I.5
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RP2 - I can identify and write examples of inductive and deductive reasoning
including using counterexamples.
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Take notes here.
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Note: You need to take notes on this section!
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RP4 - I can write a two column proof using the Properties of Segment Congruence Theorem and the Properties of Angle Congruence Theorem
Angles
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C.8
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Note: You need to take notes on this section!
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RP5 - I can write a two column proof using or paragraph proof using: the Right Angles Congruence Theorem, the Congruent Supplements Theorem, the Congruent Complements Theorem, the Linear Pair Postulate, and the Vertical Angles Congruence TheoremParallel and Perpendicular lines
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D.6
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C.8
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QP1 - I can find the interior and exterior angles of a polygon G.2
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G.3
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QP2 - I can find the side lengths and angles of a parallelogram N.4
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QP3 - I can prove that a quadrilateral is a parallelogram (in the coordinate plane or otherwise) N.5
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E.5
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B.9
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QP4 - I can identify and use properties of a rhombus, square and a rectangle N.6
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N.1
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N.8