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Hi All,
mikemcgarry KarishmaB chetan2u AndrewN GMATNinja

Thanks all for your amazing responses. They have been super helpful. But I still cannot resist asking a couple of trivial questions.

How does Option C explain less than halving of reclamation costs, we don't know if not digging up mountain areas reduced the cost by 10 cents, 2 cents, 10 dollars or 30 dollars.

Secondly how does per ton cost of coal link with land reclamation cost? Is there a possibility that by digging up additional coal, the overall cost remained the same, but cost per ton declined?

Thanks
Karan Nagpal
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karannagpal
Hi All,
mikemcgarry KarishmaB chetan2u AndrewN GMATNinja

Thanks all for your amazing responses. They have been super helpful. But I still cannot resist asking a couple of trivial questions.

How does Option C explain less than halving of reclamation costs, we don't know if not digging up mountain areas reduced the cost by 10 cents, 2 cents, 10 dollars or 30 dollars.

Secondly how does per ton cost of coal link with land reclamation cost? Is there a possibility that by digging up additional coal, the overall cost remained the same, but cost per ton declined?

Thanks
Karan Nagpal

Note the question stem:
Which of the following, if true, most helps to account for the drop in reclamation costs described?

"most helps to account"
The question doesn't say "completely accounts for the drop...".
We don't know how much it accounts but we do understand that it does help in accounting for the drop in reclamation costs.

Also, the reclamation cost of a piece of land depends on the topography of the land. Reclaiming a mine at sea level might be much easier than reclaiming one in mountains.
But how do we measure whether it was worth it to mine the coal, spoil the land and then reclaim it? We do it in economic terms. Perhaps that is why we find the average reclamation cost in terms of dollars/ton of coal mined.

Reclamation cost per ton = Total reclamation cost of the mine/Total tons of coal produced.

How could this value go from an average of say $10/ton of coal 20 years ago to $4/ton of coal now?

It could have happened in 2 ways - Either average reclamation cost of a mine has gone down or the amount of coal extracted has increased a lot i.e. either the numerator has become smaller or the denominator has become greater.

Often, a process becomes cheaper when the technology advances. But we are given that there was no improvement in tech. Then average reclamation cost could have gone down because areas of tricky topography (and hence high reclamation cost) are not being mined i.e. the numerator has reduced.

Hence option (C) explains why the average reclamation cost/ton has gone down.
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Thanks KarishmaB. I guess Had Option E talked about increased absolute volumes of coal mining from surface mines instead of percentage increase, it could have been a contender itself. Is that right?
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Thanks KarishmaB. I guess Had Option E talked about increased absolute volumes of coal mining from surface mines instead of percentage increase, it could have been a contender itself. Is that right?


I think the question required a complete post of its own.
Check it out here: https://anaprep.com/critical-reasoning- ... -question/

and the answer to your question is 'Yes'!
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Understanding the argument is essential, especially for non-native speakers if you don't know what reclamation means. I wish GMAT would have given a brief as it normally gives to level set. I know, as a native speaker, this is easy but too much to assume for someone who has a bit of a tight hand on vocabulary. Think of Maxwell's equation ∇ · E = ρ / ε₀, which may be a cakewalk for a physicist but not for some of us here. But yes, if someone defines each term, it can be more accessible. Anyway, there can be some instances in CR or RC for non-native speakers, but try to see the bigger picture - it'll help, just in case GMAT drops the ball. Moreover, reclamation refers to restoring or rehabilitating land that has been mined.

Now, let's look at the argument.
Twenty years ago, Balzania put in place regulations requiring operators of surface mines to pay for the reclamation of mined-out land. Ok, they had to pay for the expenses incurred to reclaim the land.
Since then, reclamation technology has not improved. What does it mean? It means the expense is similar. So if it was expensive, then it must be expensive now. Right? Yes.
Yet, the average reclamation cost for a surface coal mine being reclaimed today is only four dollars per ton of coal that the mine produced, less than half what it cost to reclaim surface mines in the years immediately after the regulations took effect. - That is the paradox. Based on the earlier information, the expense may be similar; it says that the reclamation cost per ton has been reduced by more than half. How? Let's see.

Suppose there are two mines, M1 and M2.
Twenty years ago -
Reclamation cost of M1 - $600
Reclamation cost for M2 - $400

Coal from M1 - 50 tons
Coal from M2 - 50 tons

Average reclamation cost = $1000/100 = $10

Now
Reclamation cost of M1 - $600
Reclamation cost for M2 - $400

Coal from M1 - 0 tons
Coal from M2 - 100 tons

Average reclamation cost = $400/100 = $4

So how is the average reduced? We stopped or reduced mining the areas that were expensive to reclaim and mine the cheaper ones.

Option Elimination -

A. Even after Balzania began requiring surface mine operators to pay reclamation costs, coal mines in Balzania continued to be less expensive to operate than coal mines in almost any other country. - Does this matter? No. Out of scope.

B. In the twenty years since the regulations took effect, the use of coal as a fuel has declined from the level it was at in the previous twenty years. - worsens the paradox unless we stop mining the areas that were expensive to reclaim (and this option doesn't say that we stopped mining the expensive ones). If, say, the coal mined now is 50 tons. Keeping all parameters same (our expense for M1 and M2 still stays the same. Why? Did the passage say that the technology hasn't changed? Yes. If the Tech has not changed, the costs remain the same), the Average reclamation cost = 1000/50 = $20 per ton. So it should have increased and not decreased. Opposite of what we are looking for.

C. Mine operators have generally ceased surface mining in the mountainous areas of Balzania because reclamation costs per ton of coal produced are particularly high for mines in such areas. - ok. Aligned with what we discussed. Don't mine the areas that carry high reclamation costs.

D. Even after Balzania began requiring surface mine operators to pay reclamation costs, surface mines continued to produce coal at a lower total cost than underground mines. - The paradox we are trying to solve here is that the cost should have increased or stayed the same as the technology has not changed, but in reality, the cost reduces more than half. As per this option, if they continued to mine, then the cost should have increased. Right? But that worsens the paradox as they have to pay reclamation costs for surface mines per the passage. We don't know anything from the passage about the underground mines.

E. As compared to twenty years ago, a greater percentage of the coal mined in Balzania today comes from surface mines. - Again, this should worsen the pardon. Opposite of what we are looking for.
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