Sownthar – thanks for pointing out that 99 is not the correct answer.

The initial weight is 100 lb, and the water amounts to 99% of the weight. This implies that the water weights 99 lb, and the non-water part (gelatin?) weights 1 lb.

After we let some of the water evaporate, the gelatin would still weigh 1 lb. And since gelatin now accounts for 2% of the weight, we get the following formula:

After evaporation, let us say the jelly weighs x pounds. We know by the data given that originally, in 100 pounds of jelly, 99 pounds is water and rest 1 pound is actual jelly( whatever you may call it). so, after it has reached 98% of water by weight means: x – 0.98x = 1, which gives x = 50 pounds.

RT @HumanProgress: A worker on the average wage had to work 2,625 hours to buy a Ford Model T in 1913. In 2013, he or she needed to work on… 1 week ago

RT @HannahRitchie02: The Antarctic Ozone Hole has begun to recover.
Ozone hole over Antarctica increased a maximum from 1 million km² in l… 2 weeks ago

99

That’s

~~correct~~incorrect.how is that? It should be 2 pounds as of I understand

Sownthar – thanks for pointing out that 99 is not the correct answer.

The initial weight is 100 lb, and the water amounts to 99% of the weight. This implies that the water weights 99 lb, and the non-water part (gelatin?) weights 1 lb.

After we let some of the water evaporate, the gelatin would still weigh 1 lb. And since gelatin now accounts for 2% of the weight, we get the following formula:

If 2% = 1 lb, then 100% = ?

The answer is

50 lb.After evaporation, let us say the jelly weighs x pounds. We know by the data given that originally, in 100 pounds of jelly, 99 pounds is water and rest 1 pound is actual jelly( whatever you may call it). so, after it has reached 98% of water by weight means: x – 0.98x = 1, which gives x = 50 pounds.

You got it.