If you use ( y = 1/(x-1) ), the asymptote is at x=1. If your star is at x=2, the curve is too steep. Move the asymptote further away (e.g., ( x-5 )).
to create multiple vertical paths for the marbles to drop through. Goal : Reach stars higher or lower on the screen. Solution : Why : The +kpositive k marbleslides rationals answers
As the difficulty ramps up, the stars are spread further apart. A skinny hyperbola won't catch them; you need a wider one. If you use ( y = 1/(x-1) ), the asymptote is at x=1
To conquer these slides, you need to master the structure of the rational equation: Core Mechanics of the Solution marbleslides rationals answers
If you use ( y = 1/(x-1) ), the asymptote is at x=1. If your star is at x=2, the curve is too steep. Move the asymptote further away (e.g., ( x-5 )).
to create multiple vertical paths for the marbles to drop through. Goal : Reach stars higher or lower on the screen. Solution : Why : The +kpositive k
As the difficulty ramps up, the stars are spread further apart. A skinny hyperbola won't catch them; you need a wider one.
To conquer these slides, you need to master the structure of the rational equation: Core Mechanics of the Solution