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station #5
Author:
Madisyn Britt
To get this triangle back to its original position, you would have to 1) rotate the figure 90 degrees clockwise 2) reflect it over the x-axis 3) translate the figure 7 units right and 3 up
GeoGebra
New Resources
Parallel or Not? (V2)
Isosceles Triangle: Quick Construction
Rotating Points (Optical Illusion)
Linear Cross Section Exercise
Play C3 E3 G3 C4_C4
Discover Resources
Behaviour of the function and it's asymptote
Regular Dodecagon
Slopes
Step 1
horizontal projectile
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Geometry
Definite Integral
Stochastic Process or Random Process
LCM and GCD
Statistics