shanks2020
Not sure why, but I can not get my head to accept E as the correct answer. Here is my explanation below:
Assuming a traffic of 100 vehicles, out of 5 are commercial vehicles >2tonnes and other vehicles 95 in number.
Now considering option E, even if we negate it - "Higher traffic congestion does not lead to a higher risk of accidents; the conclusion "such a reduction in traffic(reduction of 5 Heavy commercial vehicles)will significantly reduce the accident rates because the heavy commercial vehicles, though small in number will significantly reduce it.
But for option C, if we negate the option - commercial vehicles do not have greater risk for getting involved in accidents, then we can not say their reduction will significantly reduce accident rates.
Option E would have been correct if it mentioned "Commercial traffic congestion" instead of just "traffic congestion".
Plz. let me know where my thinking is wrong.
For me option D looks more appropriate.
Hi shanks2020.
This question is not particularly well written. The conclusion is simply that a reduction in traffic will result in a reduction in accident rates. There's actually no support for that conclusion in the passage. So, identifying an assumption upon which the argument depends doesn't really make sense.
However, we can presume that what the argument is meant to be is that there will be a reduction in traffic, and that therefore there will be reduction in the rates of accidents.
Then, we can look for an assumption upon which that argument depends.
In that case, (D) is not a necessary assumption. After all, even if it is not the case that "commercial vehicles have a greater risk of becoming involved in accidents," it could still be the case that a reduction in traffic will result in a reduction in accident rates.
On the other hand, that argument does depend on (E) because, if it's not true that "higher traffic congestion leads to higher risk of accidents," then it doesn't make sense to conclude that a reduction in traffic will result in a reduction in the rates of accidents.
So, the best answer is (E).