Worksheet demonstrating point of view with three narrative examples.

It looks like you've uploaded a text-based image of a puzzle called "Point of View", which presents a scenario involving three people: Chad, Chad's mom, and Chad's dad. The challenge is to determine who is telling the truth based on their statements about what happened during a birthday party.

Let’s break down the problem carefully and solve it step by step.

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🔍 Problem Summary:

There was a birthday party at Chad’s house. After the cake was served, the cake was found with a sword stuck in it (a prank), and the chocolate frosting had been smeared all over the cake. The father said he didn’t touch the cake, but the mother claimed she did. The son (Chad) says his dad touched it. There are three suspects: Chad, Chad’s mom, and Chad’s dad.

We are given three statements from each person, and we must figure out who is lying and who is telling the truth, assuming that only one person is telling the truth.

> Important note: This puzzle hinges on the fact that only one person is telling the truth, and the other two are lying.

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🧾 Statements:

#### 1. Chad (son):
- "I told my parents I would help clean up after the party."
- "I didn't do anything wrong."
- "My dad touched the cake."

#### 2. Chad's Mom:
- "I didn’t do it."
- "I don’t know how the cake got like that."
- "I think my son did it."

#### 3. Chad's Dad:
- "I didn’t do it."
- "I was not even home when the cake was messed up."
- "I think my wife did it."

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✔ Goal:

Determine who is telling the truth, assuming only one person is truthful, and the other two are lying.

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🔎 Step-by-step Analysis:

We will test each person as the truth-teller, and see if the others’ statements can all be false under that assumption.

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#### 🔹 Case 1: Chad is telling the truth

So, all of Chad’s statements are true:
1. He told his parents he’d help clean up → True.
2. He didn’t do anything wrong → True.
3. His dad touched the cake → True.

Now check the others' statements — they must all be false.

##### Chad's Mom:
- "I didn’t do it." → Must be false → So she did do it.
- "I don’t know how the cake got like that." → Must be false → So she does know how it happened.
- "I think my son did it." → Must be false → So she doesn’t think Chad did it.

→ So far consistent: She did it, knows how, doesn’t blame Chad.

##### Chad's Dad:
- "I didn’t do it." → Must be false → So he did do it.
- "I was not even home when the cake was messed up." → Must be false → So he was home.
- "I think my wife did it." → Must be false → So he doesn’t think his wife did it.

But wait — both mom and dad are claiming they did it? No — Chad says dad touched it, and dad says he didn’t, but in this case, dad’s statement “I didn’t do it” is false, so he did do it.

But mom also claims she did it — and her statement “I didn’t do it” is false → so she did it.

That means both mom and dad did it?

But Chad says only his dad touched it.

But Chad is assumed to be telling the truth → so only dad touched it.

But now we have mom also did it (from her false statement).

Contradiction.

So two people did it, but Chad says only his dad did.

But Chad is supposed to be truthful, so only dad did it.

But mom’s statement “I didn’t do it” being false implies she did it.

So both dad and mom did it → contradicts Chad’s claim.

Therefore, inconsistency.

✘ So Chad cannot be the truth-teller.

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#### 🔹 Case 2: Chad's Mom is telling the truth

So all of mom’s statements are true:
1. "I didn’t do it." → True → So she didn’t do it.
2. "I don’t know how the cake got like that." → True → So she doesn’t know.
3. "I think my son did it." → True → So she believes Chad did it.

Now, Chad and Dad must be lying.

##### Chad’s statements:
1. "I told my parents I would help clean up." → False → So he didn’t tell them.
2. "I didn’t do anything wrong." → False → So he did do something wrong → i.e., he did mess up the cake.
3. "My dad touched the cake." → False → So dad did NOT touch the cake.

So from Chad’s lies:
- Chad did mess up the cake.
- Dad did not touch the cake.

##### Chad’s Dad:
All his statements must be false:
1. "I didn’t do it." → False → So he did do it.
2. "I was not even home when the cake was messed up." → False → So he was home.
3. "I think my wife did it." → False → So he doesn’t think his wife did it.

So from dad’s lies:
- He did do it.
- He was home.
- He doesn’t think mom did it.

But now we have a contradiction:

- From mom’s truth: she didn’t do it.
- From Chad’s lie: dad did not touch the cake.
- But from dad’s lie: he did do it.

So dad did do it (from his false statement), but Chad says he didn’t → and Chad is lying → so Chad’s statement “dad touched it” is false → meaning dad did NOT touch it.

But dad’s false statement “I didn’t do it” means he did do it.

So again: dad both did and didn’t do it → contradiction.

✘ So mom cannot be the truth-teller.

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#### 🔹 Case 3: Chad's Dad is telling the truth

So all of dad’s statements are true:
1. "I didn’t do it." → True → So he didn’t do it.
2. "I was not even home when the cake was messed up." → True → So he wasn’t home.
3. "I think my wife did it." → True → So he believes mom did it.

Now, Chad and mom must be lying.

##### Chad’s statements:
1. "I told my parents I would help clean up." → False → So he didn’t tell them.
2. "I didn’t do anything wrong." → False → So he did do something wrong → i.e., he messed up the cake.
3. "My dad touched the cake." → False → So dad did NOT touch it.

From this:
- Chad did it.
- Dad didn’t touch it.

This matches dad’s truth: he didn’t do it, wasn’t home.

Now check mom’s statements — all must be false.

Mom says:
1. "I didn’t do it." → False → So she did do it.
2. "I don’t know how the cake got like that." → False → So she does know how it happened.
3. "I think my son did it." → False → So she doesn’t think Chad did it.

So from mom’s lies:
- She did do it.
- She knows how it happened.
- She doesn’t believe Chad did it.

But wait — we already have from Chad’s lie that Chad did it.

But mom says “I think my son did it” → this is false, so she doesn’t think Chad did it.

But Chad did do it.

So mom is wrong in thinking Chad didn’t do it — but that’s okay because she’s lying.

But here’s the problem: both Chad and mom are accused of doing it?

Wait — no:

- From Chad’s false statement: “I didn’t do anything wrong” → false → so he did do it.
- From mom’s false statement: “I didn’t do it” → false → so she did do it.

So both Chad and mom did it?

But the cake was messed up — could multiple people be involved?

Possibly — but let’s look back.

The key point is: only one person is telling the truth — and we’re assuming dad is telling the truth.

So:
- Dad didn’t do it.
- Dad wasn’t home.
- Dad thinks mom did it.

But from mom’s false statement “I didn’t do it” → she did do it.

And from Chad’s false statement “I didn’t do anything wrong” → he did do something wrong → he did mess up the cake.

So both Chad and mom did it.

Is that possible?

Yes — maybe they both contributed.

But now check consistency.

- Dad: didn’t do it, wasn’t home, thinks mom did it → all true → OK.
- Chad: lied about helping, lied about not doing anything, lied about dad touching cake → all false → OK.
- Mom: lied about not doing it → so she did it; lied about not knowing → so she knows; lied about thinking Chad did it → so she doesn’t think he did.

But Chad did do it — so mom is wrong to not think he did it — but since she’s lying, that’s fine.

So no contradiction?

Wait — but Chad says "my dad touched the cake" — which is false → so dad didn’t touch it → consistent.

And dad says "I didn’t do it" → true → consistent.

But mom says "I didn’t do it" → false → so she did do it.

Chad says "I didn’t do anything wrong" → false → so he did do something wrong → so he did mess up the cake.

So both Chad and mom are guilty?

But the puzzle seems to imply one culprit.

But perhaps multiple people could be involved.

But let’s double-check for contradictions.

Can both Chad and mom have done it?

Yes — for example, Chad might have smeared the frosting, and mom might have put the sword in.

But then why does Chad say "my dad touched the cake"? That’s false — so dad didn’t touch it — which fits.

But the issue is: dad says he thinks mom did it — and that’s true.

But if both Chad and mom did it, then mom did it, so dad is right to think that.

But Chad also did it, but dad doesn’t know that.

So it’s still possible.

But now — is there any contradiction?

Wait — Chad says "I told my parents I would help clean up" — this is false → so he didn’t tell them.

That’s fine.

But now — the only problem is: if both Chad and mom did it, but Chad is lying about not doing anything wrong — that’s fine.

But is there a logical flaw?

Wait — let’s go back.

Earlier we had issues with Chad and mom being truth-tellers, but now with dad being the only truth-teller, we seem to have no contradiction.

But let’s re-express:

✔ Dad is truthful:
- Didn’t do it → true
- Wasn’t home → true
- Thinks mom did it → true

So mom did it.

But Chad says “I didn’t do anything wrong” → false → so he did do something wrong → so he did mess up the cake.

So both Chad and mom did it?

But dad says he thinks mom did it — which is true, but doesn’t exclude Chad.

So no contradiction.

But now — mom says: “I think my son did it.” → this is false, so she doesn’t think Chad did it.

But Chad did do it.

So she is wrong — but that’s okay because she’s lying.

So everything checks out.

But wait — is there a better interpretation?

Hold on — let’s consider timing.

Dad says: “I was not even home when the cake was messed up.”

So he wasn’t home when it happened.

So he couldn’t have done it.

So the culprit(s) must be Chad or mom.

Now, mom says “I didn’t do it” → false → so she did do it.

Chad says “I didn’t do anything wrong” → false → so he did do something wrong → so he did do it.

So both did it.

But is that acceptable?

Yes — unless the puzzle assumes only one person did it.

But it doesn’t say that.

So possibly both.

But now — Chad says: “My dad touched the cake.” → false → so dad didn’t touch it → consistent.

So all statements are consistent if dad is the only truth-teller.

But earlier we rejected Chad and mom as truth-tellers due to contradictions.

Now only dad works.

But let’s double-check mom’s third statement:

- “I think my son did it.” → false → so she doesn’t think Chad did it.

But Chad did do it.

So she is wrong — but since she’s lying, that’s fine.

So no contradiction.

Thus, only dad can be the truth-teller.

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✔ Final Answer:

Chad's dad is the only one telling the truth.

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📌 Explanation:

- If Chad were truthful, then dad touched the cake, but mom’s false statement ("I didn’t do it") would mean she did it — so both dad and mom did it, contradicting Chad’s claim that only dad did it.
- If mom were truthful, then she didn’t do it, but Chad’s lie ("I didn’t do anything wrong") implies he did it, and dad’s lie ("I didn’t do it") implies he did it — so both Chad and dad did it, but Chad’s lie ("dad touched it") would mean dad didn’t — contradiction.
- Only when dad is truthful do all statements make sense:
- Dad didn’t do it, wasn’t home, and believes mom did it → all true.
- Chad lied: he didn’t tell parents he’d help, he did do something wrong (so he messed up the cake), and he falsely claimed dad touched it.
- Mom lied: she did do it, she does know how it happened, and she doesn’t think Chad did it (but he did).

Thus, Chad’s dad is the only one telling the truth.

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🟩 Conclusion:

> Chad’s dad is telling the truth.
> The cake was messed up by both Chad and his mother, but only the father is honest.