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Solve recursively (first three terms only): (a) y[n+1]-0.5y[n] = 0, with y[-1] = 10 (b) y[n+ 1] + 2y[n] = x[n+ 1], with x[n]

Solve recursively (first three terms only): (a) y[n+1]-0.5y[n] = 0, with y[-1] = 10 (b) y[n+ 1] + 2y[n] = x[n+ 1], with x[n] eu[n] and y[-1]=0 =

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