"From the argument, we know that --
A.Most parts of the country are not humid
B. Most parts of the country are not cold."
I was with you until this statement. I was under the impression that we either A or B can occur but not both. It says, Most parts of the country you can
EITHER grow cacti(not humid) OR most parts of the country you can grow orange trees(not cold).
I was a little amibvalent about A at first so I reverse engineered the answer by process of elimination.
B) Could be true. 98% of the country is hot but dry(aka not humid). So cacti could be grown in most parts of a certain country but orange trees couldn't.
C) Could be true. 2% of the country is neither cold nor humid(you could grow both oranges and cacti there) Still allows for 51% of the country to be not cold/not humid and cacti/oranges to be grown there.
D) Could be true. 100% of the country is humid but hot. So cacti could not be grown but you could raise orange trees in most(all) parts of a certain country.
E) I had the same basically the same logic as I did in B except reversed.
I figured A must be false because if HALF(50%) of the country is both humid and cold(no cacti and no orange trees) then the statement above(Most[51%] parts of a certain country it is either easy to grow cacti or easy to raise orange trees wouldn't be true.)
Sorry for the long reply, my words get twisted with my logic for questions sometimes.