Let's analyze the given information carefully.
"If one and a quarter goose lays one and a quarter eggs in one and a quarter days," we can simplify this by recognizing that the ratio of geese to eggs is 1:1 over the given timeframe since one and a quarter goose lays one and a quarter eggs.
Now, we want to find out how many eggs one goose lays in one day.
We can set up a proportion using the data we have:
1.25 geese lay 1.25 eggs in 1.25 days.
Therefore, the egg-laying rate for each goose is:
1.25 eggs / (1.25 geese * 1.25 days)
To find the number of eggs laid by one goose in one day, you would divide the number of eggs by the number of geese and then again by the number of days:
1.25 eggs / 1.25 geese = 1 egg per goose This is the rate of egg-laying per goose for 1.25 days.
Now, we want to know how many eggs are laid by one goose in one day. Therefore, we take the rate per goose and divide by the number of days (1.25) to normalize it to a single day:
1 egg per goose / 1.25 days = 0.8 eggs per goose per day
So one goose lays 0.8 eggs in one day.

Learn more
‏¹

gardens.desigusxpro.com
‏²

hamichlol.org.il
‏³

he.wikipedia.org
‏⁴

bing.com
‏⁵
milk.org.il
+3 more

What prime number bigger than 2^24 is the smallest number that has 3 as one of the digits?

Copilot:
The smallest prime number greater than 2^24 (which is 16,777,216) that contains the digit 3 is 3,173,311. This number satisfies both conditions: it is a prime number and has the digit 3 in it

OpenAi:
The smallest prime number greater than 2^24 that contains the digit 3 is 16,777,331.