In which year is the production the minimum ?


Step 1: Total production each year
2011: \( 300+250+150+200 = 900 \).
2012: \( 350+150+50+250 = 800 \).
2013: \( 300+400+200+100 = 1000 \).
2014: \( 350+100+150+200 = 800 \).
2015: \( 300+150+250+350 = 1050 \).
2016: \( 400+300+350+250 = 1300 \).
Step 2: Find minimum Minimum total = 800 (in 2012 and 2014). \[ \boxed{2012 \text{ and } 2014} \]
Rather than computing all six yearly totals and then scanning for the smallest, the minimum can be tracked as a running comparison while going through the years in order.
Computing totals sequentially and tracking the minimum.
2011: \(300+250+150+200=900\) — current minimum: 900 (2011).
2012: \(350+150+50+250=800\) — new minimum: 800 (2012), replacing 2011.
2013: \(300+400+200+100=1000\) — no change, minimum stays 800 (2012).
2014: \(350+100+150+200=800\) — ties the current minimum; now tied between 2012 and 2014.
2015: \(300+150+250+350=1050\) — no change.
2016: \(400+300+350+250=1300\) — no change.
Tracking the minimum year by year confirms the tie between 2012 and 2014 without needing to revisit all six totals at the end.
So the correct answer is 2012 and 2014.
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