if sarah gets enough money to go to a movie, jenny will go. if jenny goes bob will go. if bob goes jake will go.

only two people go to the movie, who are they?

Although this does not seem like geometry, I have a possible answer.

Assuming Sarah does NOT get the money, Bob and Jake will go.

I hope this helps. Thanks for asking.

To determine which two people will go to the movie, let's analyze the given conditions step by step.

1. If Sarah has enough money to go to the movie, then Jenny will go.
2. If Jenny goes, then Bob will go.
3. If Bob goes, then Jake will go.

Since only two people can go to the movie, we need to figure out the combination that satisfies the given conditions.

Let's start with Sarah. If Sarah goes, Jenny will go. However, we can't have Jenny, Bob, and Jake go as well since that would exceed the maximum of two people. So Sarah can't be one of the two going.

Now, let's assume Sarah doesn't go. In this case, Jenny can't go either because her condition is dependent on Sarah going. Therefore, Jenny can't be one of the two going.

So, if Sarah doesn't go, and Jenny doesn't go, we move onto Bob. Since Jenny doesn't go, Bob can't go either because his condition is dependent on Jenny going. Therefore, Bob can't be one of the two going.

Finally, if Sarah, Jenny, and Bob don't go, we move onto Jake. Since Bob doesn't go, Jake can't go either because his condition is dependent on Bob going. Therefore, Jake can't be one of the two going.

Based on the analysis, we can conclude that none of them can go to the movie since the chain of conditions cannot be satisfied.

Therefore, we can't determine which two people will go to the movie as none of them would be able to satisfy the given conditions.