Geometry Progression Map

Common Core MathGrades K to 840 standards · 159 connections

From naming shapes in kindergarten to congruence, similarity, and the Pythagorean theorem in eighth grade.

KGr 1Gr 2Gr 3Gr 4Gr 5Gr 6Gr 7Gr 8HS1.MD.B.31.G.A.21.G.A.31.G.A.12.G.A.22.G.A.12.G.A.33.MD.C.63.G.A.13.OA.A.23.NF.A.13.NF.A.23.MD.C.53.G.A.23.NF.A.34.MD.C.64.G.A.34.MD.C.54.NF.B.34.G.A.24.G.A.14.MD.A.35.G.A.15.G.A.25.G.B.35.G.B.45.OA.B.35.NF.B.45.MD.C.56.EE.A.16.EE.A.46.RP.A.16.EE.A.26.G.A.16.EE.B.76.RP.A.36.G.A.26.G.A.46.NS.C.66.G.A.36.NS.C.87.G.A.17.G.A.37.RP.A.27.EE.B.47.G.B.57.NS.A.37.G.A.27.G.B.47.G.B.68.EE.B.68.G.A.28.G.A.18.G.A.48.G.A.38.G.B.78.EE.A.28.G.C.98.G.A.58.G.B.68.G.B.8K.CC.B.4K.CC.B.5K.G.A.1K.G.A.2K.G.B.6K.G.B.5K.G.A.3K.G.B.4K.MD.A.1HSF-TF.C.8HSF-TF.A.1HSG-C.B.5HSG-GMD.A.2HSG-GMD.A.3HSG-CO.B.7HSG-GMD.B.4HSG-GMD.A.1HSG-CO.B.6HSG-SRT.C.7HSG-CO.C.9HSG-SRT.A.1bHSG-CO.D.12HSG-CO.A.3HSG-CO.A.4HSG-CO.D.13HSG-SRT.A.1HSG-CO.A.2HSG-MG.A.1HSG-MG.A.2HSG-SRT.C.8HSG-CO.A.5HSG-GPE.B.7HSG-SRT.A.1aHSN-VM.A.2HSG-GPE.A.1HSG-GPE.A.2HSG-GPE.A.3HSG-GPE.B.4HSN-CN.B.6

Hover a standard to trace what it builds on and what it leads to. Click for details. Solid lines are essential prerequisites, dashed lines are supporting connections. A dashed outline marks a connected standard from a neighboring topic.

How to read this map

Each chip is one standard, placed in its grade. A line between two standards means the earlier one was verified as a prerequisite for the later one, against the official framework documents and published curriculum progressions. If a student is stuck on a standard, look one column left. If they have mastered it, the lines to the right show where that skill goes next. Every chip links to a full breakdown of the standard with teaching ideas. How these connections are verified.

All standards on this map, as a list

Geometry

1.G.A.2 → 1.G.A.3 → 1.G.A.1 → 2.G.A.2 → 2.G.A.1 → 2.G.A.3 → 3.G.A.1 → 3.G.A.2 → 4.G.A.3 → 4.G.A.2 → 4.G.A.1 → 5.G.A.1 → 5.G.A.2 → 5.G.B.3 → 5.G.B.4 → 6.G.A.1 → 6.G.A.2 → 6.G.A.4 → 6.G.A.3 → 7.G.A.1 → 7.G.A.3 → 7.G.B.5 → 7.G.A.2 → 7.G.B.4 → 7.G.B.6 → 8.G.A.2 → 8.G.A.1 → 8.G.A.4 → 8.G.A.3 → 8.G.B.7 → 8.G.C.9 → 8.G.A.5 → 8.G.B.6 → 8.G.B.8 → K.G.A.1 → K.G.A.2 → K.G.B.6 → K.G.B.5 → K.G.A.3 → K.G.B.4

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