Q: Test for natural language inference.
Premise: "People walking in a 5k race."
Hypothesis: "Runners and walkers participate in this charity event."
Is the hypothesis entailed by the premise?
Options:
- yes
- no
- it is not possible to tell
A: Runners and walkers can walk in a 5k race without it being a charity event.
The answer is it is not possible to tell.

QUESTION: Given the sentence "African american lady holing a basket on her head." can we conclude that "A woman carries a basket filled with presents for her children."?
Options:
- yes
- it is not possible to tell
- no

Let's solve it slowly: African american lady holing a basket on her head does not imply she carries a basket filled with presents for her children.
The answer is it is not possible to tell.

[QUESTION] Test for natural language inference.
Premise: "A male is building a wall."
Hypothesis: "There is a male building a wall for a house."
Is the hypothesis entailed by the premise?
Options:
- yes
- no
- it is not possible to tell
It could be for a business instead of for a house.
The answer is it is not possible to tell.

Q: Premise: "A woman with a child in a stroller looks at beach ball toys at an outdoor pavilion."
Hypothesis: "The stroller is hanging from a rope."
Do we know that the hypothesis entailed by the premise?
A: A stroller is a general statement while the stroller is allot more specific.
The answer is no.

QUESTION: Given the sentence "A man wearing a black jacket and white shirt is talking to a woman at a bar." can we conclude that "A man is talking to a woman he would like to date at a bar."?
Options:
- yes
- it is not possible to tell
- no

Let's solve it slowly: Talking to a woman at a bar does not mean he would like to date her.
The answer is it is not possible to tell.

QUESTION: Premise: "Two guys wear athletic clothing taking a jog through the woods."
Based on this premise, can we conclude that the hypothesis "The men are friends." is true?
Options:
- yes
- it is not possible to tell
- no

Let's solve it slowly:
Two people can coincidentally be jogging in woods without them being friends.
The answer is it is not possible to tell.