DIY Challenge 2: Width fixed at 3
If the width of the table is fixed at 3 units and the length is changed, where does the ball end? Try it out for different cases.

Do you notice any pattern?
What students worked out13
Student 4
Sir I notice a clean pattern. Because we are adding on one columnn every time, the pattern that the ball makes in 3*1 board repeats in every column
Student 4
and in every even board length, the ball land in right bottom pocket, and in every odd length, the ball lands in right top
Student 2
3×1
Student 2
RT
Student 2
3×2
Student 2
RB
Student 2
3×3
Student 2
RT
Student 2
3×4
RBStudent 2
A=odd
B==even
3xA RT
3xB RBStudent 7
3×2=LB
3X3= RT
3×4= RB
3x 5 = RTStudent 3
MY OBSERVATION SIR
Student 3
OBSERVATION