There would seem to be a good number of reasons not to do this. Firstly, in a diversified mining company everyone who doesn’t work in the copper division suddenly feels slightly subjacent – especially those divisions that contribute more to the Group than copper. I’ve done the calculations for one such company that reports this way and the relativities aren’t even close – using FY18 prices(*) the iron ore division produced more than +50% of copper equivalent iron ore in Q3 2018 compared to copper equivalent copper. And the latter even lagged combined coking and thermal coal equivalent copper. I guess it’s sexier to be a copper miner.
I could understand it if the altruistic objective is to provide shareholders with a baseline with which to compare operating performance between periods. But in this case, should you really be able to exclude assets that underperformed as a result of operational difficulties? Fair dinkum if you have to declare force majeure as the result of a weather event, but the responsibility for the direct failure of equipment to get your product to market would seem likelier to reside with the company than with Joe the Cameraman.
Finally, this seems to uphold the now outdated notion that all production is good production. But looking at the Q3 report of another large miner, where the focus is squarely on increasing the percentage share of premium products, speaks to the new paradigm. To return to the copper equivalent reporters, if they tweaked their methodology to use average prices between periods, which has the intuitive appeal of being able to capture the value side of the equation, they would have been able to report a 14% and 8% increase in copper equivalent production respectively. Very sexy.
I’m not denying benchmarking is necessary – indeed quite the opposite. I am simply highlighting that it is tricky and hence even more important to get the metrics right.
Interested in other insights on the happenings of commodity markets?
(*) Common formula used: (commodity A tonnes mined * commodity A price) / copper price = copper equivalent price