Question
Hannah, Gracie and Jordan share out 10 biscuits so that Hannah has 2, Gracie has 6 and Jordan has the remainder. Later they share out 25 biscuits in the same ratio.
Answers
GPT 3.5
In the first scenario, Hannah has 2 biscuits, Gracie has 6 biscuits, and Jordan has the remainder, which is 2 biscuits (10 total biscuits - 2 Hannah's biscuits - 6 Gracie's biscuits = 2 Jordan's biscuits).
In the second scenario, they share out 25 biscuits in the same ratio. This means that the ratio of biscuits remains the same as in the first scenario, so Hannah will have 2/10 * 25 = 5 biscuits, Gracie will have 6/10 * 25 = 15 biscuits, and Jordan will have the remainder, which is 25 total biscuits - 5 Hannah's biscuits - 15 Gracie's biscuits = 5 Jordan's biscuits.
So, in the second scenario, Hannah has 5 biscuits, Gracie has 15 biscuits, and Jordan has 5 biscuits.
In the second scenario, they share out 25 biscuits in the same ratio. This means that the ratio of biscuits remains the same as in the first scenario, so Hannah will have 2/10 * 25 = 5 biscuits, Gracie will have 6/10 * 25 = 15 biscuits, and Jordan will have the remainder, which is 25 total biscuits - 5 Hannah's biscuits - 15 Gracie's biscuits = 5 Jordan's biscuits.
So, in the second scenario, Hannah has 5 biscuits, Gracie has 15 biscuits, and Jordan has 5 biscuits.