Pollution is a problem wherever there are people who are indifferent to their environment, and nature’s balance is harmed wherever there is pollution.
Evidence
conditional (wherever) people indifferent to environment → pollution a problem
conditional (wherever) Pollution → nature's balance is harmed
Conclusion
conditional (wherever) people indifferent to environment → nature's balanced harmed
Evaluate
This is probably the most classic recipe for Parallel problems: two conditionals that chain together. In this case, the conclusion just makes the conditional A → C inference.
We might have paused wondering if we can chain together the 2nd claim with the 1st claim.
Is it fair to say that "where pollution is a problem" there is "pollution"? Of course! How could pollution be a problem if there weren't pollution present?
Goal
We want a valid argument, with two conditional premises and one conditional conclusion. The premises should chain together (A → B → C) and the conclusion should just give us the A → C connection.
Premise 1: A → B Premise 2: B → C
Conclusion: A → C