Markov Chains & Long-Run Behavior · Medium problem

A city's recycling pickup is either on schedule or delayed each week. If pickup was on schedule this week, it is on schedule next week with probability $5/6$ (otherwise delayed); if it was delayed this week, it is on schedule next week with probability $1/3$ (otherwise delayed again). In the long run, out of the next $60$ weeks, how many would you expect to be delayed?