Stated – EXCEPT Question (Condensed Notes)

🧠 What it is:

• 4 choices = match Snell’s view (true)

• 1 choice = does NOT match Snell’s view → correct answer

✅ Strategy:

1. Find what the passage says about Snell’s view

2. Check each answer:

○ Is it clearly stated or strongly supported?

3. Pick the one that isn’t

📘 Tip:

• This leans Stated, but small inferences may count

• Don’t overthink—stick close to the text

🎯 Goal:

Find the 1 statement that Snell would NOT agree with.

For these I noticed it is important to go with your first answer choice

This made no sense to me at all like what property are we talking about

So I accidentally read the question wrong and I chose E because I felt like it strengthen the argument I thought the question said strengthen if I chose E would that mean that that is what strengthens it the most, if this question would've been switched? Also, if I chose E and knew that it was a weekend question would that mean that I would automatically identify that this is strengthening the argument, so I need to cancel it out?#feedback#feedback#feedback

up to this point i have not gotten a single one from this ENTIRE section correct should i be concerned ( keep in mind i have absolutely no idea how to do MSS) EITHER

Do you mean to tell me I am paying $100 PLUS A MONTH for some scribbles and a circle with chicken scratch??? and now I have to-- you know what 7sage DO BETTER this is a J O K E

1 am struggling the most with MSs if anyone has any suggestions please help! Or pm me

Me as well but i dont know how to pm on here can you text me ?

I am taking it in january. I am not sure if i should message you all or if you choose to make a groupchat please keep me up to date !

should I be concerned I have not gotten a single answer correct???

To identify if two conditions are bi-conditional (both necessary and sufficient), look for language and logical cues that signal mutual dependence. Here’s a guide on how to identify a bi-conditional:

Language Cues: Certain phrases in English imply a bi-conditional relationship. These include:

"If and only if" (often abbreviated as "iff" in logic).

"If but only if."

"Then and only then."

"If... then... but not otherwise."

"Or... but not both."

When you see these phrases, they usually indicate that both conditions must be true together or false together.

Logical Testing of Both Directions: For a bi-conditional to be true, both of the following need to hold:

Sufficiency: Check if one condition guarantees the other.

If

A

A is sufficient for

B

B, then

A

→

B

A→B (if

A

A happens, then

B

B must happen).

Necessity: Check if the condition is also required.

If

B

B is necessary for

A

A, then

B

→

A

B→A (if

B

B does not happen, then

A

A cannot happen).

If both

A

→

B

A→B and

B

→

A

B→A hold, then you have a bi-conditional, written as

A

↔

B

A↔B.

Counterexamples: To confirm the conditions are truly mutually dependent, test for cases where one might happen without the other:

If you find that one condition can occur without the other, then they are not mutually dependent, meaning they are not bi-conditional.

Example Practice:

Uni-directional (Not Bi-conditional): "If it rains, the ground gets wet." This is only sufficient (raining is enough to make the ground wet), but it is not necessary (the ground can get wet by other means, like a sprinkler).

Bi-directional (Bi-conditional): "The light is on if and only if the switch is up." Here, the light being on and the switch being up are mutually dependent; they are true together or false together.

By using these strategies—checking language cues, testing for both directions of implication, and looking for counterexamples—you can determine if two conditions are bi-conditional.

I got 2 right in a row! I have bombed this section completely until now keep your head up! use chat GPT to help navigate questions as well

Just to be clear, your goal is to identify the claim, aka the conclusion, and then identify the supporting evidence for the claim like the why for the premise?

havent gotten a single one rightttt