(no title)
cheeko1234 | 2 years ago
Q: I have a 12 liter jug and a 6 liter jug. I need 6 liters of water. How do I do it?
Falcon180B: First, fill the 6-liter jug completely. Then, pour it into the 12-liter jug. Fill the 6-liter jug again, and pour it into the 12-liter jug until the 12-liter jug is full. At this point, there will be exactly 6 liters of water in the 6-liter jug, which you can then use.
Q: Using only a 6-liter jug, how can I get exactly 6 liters of water?
Falcon180B: You cannot get exactly 6 liters of water in a 6-liter jug because it would already be full. However, if you had another container that could hold at least 6 liters of water, you could follow these steps:
1. Fill the 6-liter jug with water. 2. Pour the water from the 6-liter jug into the other container. 3. Refill the 6-liter jug with water and pour it into the other container. 4. Repeat step 3 until you have poured 6 liters of water into the other container.
This way, you can get exactly 6 liters of water by combining the capacity of the 6-liter jug and the other container.
Roark66|2 years ago
swyx|2 years ago
are you referring to beam search? something else?
M4v3R|2 years ago
> Fill the 12-liter jug and pour water into the 6-liter jug until it's full. Empty the 6-liter jug and pour the remaining water from the 12-liter jug into it. You'll have 6 liters in the 6-liter jug.
ggsp|2 years ago
Me:
ChatGPT: Me: ChatGPT: I wish I understood why prompting it a second time gets a better answer.saberience|2 years ago
glitchc|2 years ago
aqme28|2 years ago
gsuuon|2 years ago
ttul|2 years ago
neel8986|2 years ago
saberience|2 years ago
I think if you ask this question on different websites (to humans) you will get many different and confused answers. So why bother asking an AI? I don't even know what the right answer is.
SkyPuncher|2 years ago
It’s well known that LLMs are bad at math. The token based weighting can’t properly account for numbers that can vary wildly. Numbers are effectively wildcards in the LLM world.
ben_w|2 years ago
And that (understanding a natural language question) is the USP for LLMs.
TylerE|2 years ago
sp332|2 years ago
ProjectArcturis|2 years ago
sp332|2 years ago
rmbyrro|2 years ago
saberience|2 years ago
I can’t work out if it’s a joke question or a serious question?
unknown|2 years ago
[deleted]