PT50 S4 Q18: Pesticides
Posted: Sun Jul 07, 2013 3:25 pm
THere was a thread on this question awhile back but it has since been defunct. Can anyone help me out with this question? I have been staring at it for hours.
Okay. So the argument is essentially this:
E&Z cause greater environmental harm than T
-->
((E&Z banned) v (T legalized))
Thus, there can be 3 outcomes to this;
(1) E&Z & T = both legal (if you choose T to be legalized)
(2) E&Z & T = both illegal (if you choose E&Z to be banned)
(3) E&Z is banned & T is legalized (if you choose both - correct me if I am wrong in the ability to choose both due to the phrase "either/or" here)
Now let's look at the answer choices:
(A) Two pesticides should not both be legal if one is measurably more harmful to the environment than the other is.
(B) Two pesticides should both be legal only if neither is harmful to the environment.
(C) Two pesticides should both be illegal only if both are harmful to the environment.
(D) One pesticide should be legal and another illegal only if the former is less harmful to the environment than is the latter.
(E) One pesticide should be legal and another illegal if the former is harmless to the environment and the latter is harmful to it.
So if we put this in a logical formula, it would look like this (I do believe...)
(A) One is measurably more harmful to the environment than the other --> Two pesticides should not both be legal
(B) Two pesticides should both be legal --> Neither is harmful to the environment
(C) Two pesticide should both be illegal --> Both are harmful to the environment
(D) One pesticide should be legal and another illegal --> Former is less harmful than latter
(E) Former is harmless and latter is harmful to it --> One should be legal and another illegal
So now I can analyze the conditional statements:
(B) Well if we say that, "okay, let's legalize both of them! (aka we do outcome 1)" this doesn't necessarily mean that NEITHER are HARMFUL. They are probably harmful to some extent or perhaps one is harmful and the other harmless. We simply do not know! Therefore, that word "harmful" without talking about any relative relationship is too strong. Eliminate it.
(C) Okay, well if we say that "both should be illegal! (aka we do outcome 2)" this doesn't necessarily mean that BOTH are HARMFUL. Maybe one is harmful? Maybe they both are but we simply do not know. As the same for (B), we just really don't know. Eliminate it.
(E) Once again, we have the word "harmless." No one ever said that one was "harmless." Eliminate it.
So I am left with (A) and (D). I chose A because I think that it mimicked the type of reasoning that was going on in the argument. My problem with (A) though is the word "measurably." I just think it is weird that it introduced the word "measurably" here. Also, it doesn't really give the opportunity for outcome (1), which is also a problem.
However, (D) doesn't really give the option for any other outcome than (3). According to the argument, can't both legal even if one is more harmful than the other? I don't know. This question just is really really confusing me. I hope someone can offer some advice.
Okay. So the argument is essentially this:
E&Z cause greater environmental harm than T
-->
((E&Z banned) v (T legalized))
Thus, there can be 3 outcomes to this;
(1) E&Z & T = both legal (if you choose T to be legalized)
(2) E&Z & T = both illegal (if you choose E&Z to be banned)
(3) E&Z is banned & T is legalized (if you choose both - correct me if I am wrong in the ability to choose both due to the phrase "either/or" here)
Now let's look at the answer choices:
(A) Two pesticides should not both be legal if one is measurably more harmful to the environment than the other is.
(B) Two pesticides should both be legal only if neither is harmful to the environment.
(C) Two pesticides should both be illegal only if both are harmful to the environment.
(D) One pesticide should be legal and another illegal only if the former is less harmful to the environment than is the latter.
(E) One pesticide should be legal and another illegal if the former is harmless to the environment and the latter is harmful to it.
So if we put this in a logical formula, it would look like this (I do believe...)
(A) One is measurably more harmful to the environment than the other --> Two pesticides should not both be legal
(B) Two pesticides should both be legal --> Neither is harmful to the environment
(C) Two pesticide should both be illegal --> Both are harmful to the environment
(D) One pesticide should be legal and another illegal --> Former is less harmful than latter
(E) Former is harmless and latter is harmful to it --> One should be legal and another illegal
So now I can analyze the conditional statements:
(B) Well if we say that, "okay, let's legalize both of them! (aka we do outcome 1)" this doesn't necessarily mean that NEITHER are HARMFUL. They are probably harmful to some extent or perhaps one is harmful and the other harmless. We simply do not know! Therefore, that word "harmful" without talking about any relative relationship is too strong. Eliminate it.
(C) Okay, well if we say that "both should be illegal! (aka we do outcome 2)" this doesn't necessarily mean that BOTH are HARMFUL. Maybe one is harmful? Maybe they both are but we simply do not know. As the same for (B), we just really don't know. Eliminate it.
(E) Once again, we have the word "harmless." No one ever said that one was "harmless." Eliminate it.
So I am left with (A) and (D). I chose A because I think that it mimicked the type of reasoning that was going on in the argument. My problem with (A) though is the word "measurably." I just think it is weird that it introduced the word "measurably" here. Also, it doesn't really give the opportunity for outcome (1), which is also a problem.
However, (D) doesn't really give the option for any other outcome than (3). According to the argument, can't both legal even if one is more harmful than the other? I don't know. This question just is really really confusing me. I hope someone can offer some advice.