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Motion graph 1D - back and forth
Author:
John Brennan-Rhodes
Students should try to sketch s, v, a against t
GeoGebra
New Resources
Measuring Cup
Erdős's problem #503, n=3
Loyd's Two-Greek-Crosses-to-a-Square Dissection
Vectors: Addition and Subtraction - The Parallelogram Law
Weighing Scales (g)
Discover Resources
CCSS IP Math I Unit 1 Lesson 3
ctg x
Decomposition of Nitrogen(V)oxide at constant temperature
Original版
Discover Topics
Area
Difference and Slope
Numbers
Limits
Quadratic Functions