Consider the following statement of masses,
If both masses start from rest,
A) find a1? B) find a2 ? C) How fast is m1 moving after sliding the 2.00 m shown?
*Assume both masses are simultaneously released from the rest*
See answers (2)
See answers (1)
(a) Find a closed-form solution for this recurrence relation: \(a_n=2\cdot a_n−1−n+1\) with \(a_1=2a\)
(b) Prove that your closed-form solution is correct.