Hi, Ashish.
I'm not sure if you figured it out or not. But you have to concentrate on the wordplay here.
1)
15 percent of plants developed fungus. i.e. in the entire collection of 100 plants, 15 died due to fungus. Now lets take it oppositely, we know 85 didn't die, but we are not aware in 85 how many were (a) affected and survived and (b) not affected at all.
2) if
40% of the plants that developed the fungus did not die. So emphasis on
plants that developed, its trying to say overall \( x \) amount of plants developed fungus and from that 40% didn't die. Which implies 60% of \( x \) of did die.
so \( 60/100 * x = 15 \) and then you solve from there
AshishDevliyal
Am I the only one not able to get these sentences right
for e.g. 15 percent of the plants developed a fungus and died is understood as 15 % of total developed fungus and died But
If 40 percent of the plants that developed the fungus did not die this sentence appears convulted and can have many interpretations like 40 percent of that developed fungus i.e. 40 percent of X or 40 percent of total 100 percent.
i am the only one getting this wrong or are there others also