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Sufficient
Assumption

Master the art of finding the missing premise that makes an LSAT argument's conclusion follow with logical certainty.

LSAT Logical Reasoning

What Is a Logical Argument?

Every LSAT Logical Reasoning stimulus presents an argument: a set of premises (evidence the author states as fact) combined to support a conclusion (the claim the author wants you to accept).

Premise 1 Premise 2 Missing Premise? Conclusion

Defining Sufficient Assumption

A sufficient assumption is a statement that, if added to the existing premises, guarantees the conclusion is true. It does not need to be the only way to prove the conclusion: it just needs to be enough.

Sufficient = Enough
Adding this premise guarantees the conclusion. The argument becomes airtight.
Not Necessarily Required
It may be stronger than what's strictly needed. That's fine: overkill still works.

Spotting the Question Stem

Sufficient Assumption questions use distinctive language. Recognizing these stems immediately tells you what task you're performing.

1
"The conclusion follows logically if which one of the following is assumed?"
2
"Which one of the following, if assumed, allows the conclusion to be properly drawn?"
3
"The argument is logically correct if which one of the following is assumed?"
4
"Which one of the following, if assumed, enables the conclusion to be properly inferred?"

The Core Rule: Bridging the Gap

Most Sufficient Assumption arguments have a conditional logic structure. The premises establish part of a chain, and the conclusion jumps to the end. The correct answer connects the missing link.

\(A\)
\(B\)
GAP
\(C\)
\(D\)
CONCLUSION
\( A \rightarrow D \)
SUFFICIENT ASSUMPTION
\( B \rightarrow C \)

The Formal Pattern

Sufficient Assumption questions follow predictable logical patterns. The most common ones involve connecting conditional chains or linking new terms introduced in the conclusion back to the premises.

Pattern 1: Chain Link
Premises give you links in a chain. The conclusion skips a link. The answer connects the missing link.
Pattern 2: New Term
The conclusion introduces a concept not in the premises. The answer connects that new term to something already established.
Pattern 3: Quantifier
Premises say "some X are Y." Conclusion says "some X are Z." The answer links Y to Z (or a subset).

Sufficient vs. Necessary Assumption

These two question types are often confused. Understanding the difference is critical to selecting the right answer.

Sufficient Assumption Necessary Assumption
Goal Find what guarantees the conclusion Find what the argument requires
Strength Can be very strong: overkill is fine Often modest: just enough to not destroy it
Test Add it: does the conclusion definitely follow? Deny it: does the argument fall apart?
Stem language "follows logically," "properly drawn" "depends on," "requires," "assumes"
Logic direction Top-down: premise + answer → conclusion Bottom-up: without it, conclusion fails

How to Solve Step by Step

1
Identify the conclusion. Find the author's main claim. Look for indicator words: "therefore," "thus," "so," "consequently."
2
Map the premises. List every piece of evidence. Note any conditional relationships (if/then).
3
Find the gap. What concept or link is in the conclusion but not in the premises? What term appears in the premises but not in the conclusion?
4
Predict the bridge. Before reading choices, articulate what statement would connect premise terms to conclusion terms.
5
Test the answer. Insert the answer choice as a premise. Does the conclusion now follow with 100% certainty? If yes, it's correct.

Worked Example: The Simple Chain

Stimulus: All members of the city council have law degrees. The mayor is a member of the city council. Therefore, the mayor has passed the bar exam.

Council Member Law Degree GAP Passed Bar Exam
\( \text{Law Degree} \rightarrow \text{Passed Bar} \)
SUFFICIENT ASSUMPTION

Worked Example: New Term in Conclusion

Stimulus: All of the paintings in this gallery were created by local artists. The gallery only displays works that were created in the last decade. Therefore, all of the paintings in this gallery are eligible for the Regional Arts Prize.

Analysis: The conclusion introduces a new term: "eligible for the Regional Arts Prize." Neither premise mentions it. We need to connect what we know (local + last decade) to eligibility.

Worked Example: Quantifier Reasoning

Stimulus: Some students in the honors program are also members of the debate team. All members of the debate team study rhetoric. Therefore, some students in the honors program study subjects outside STEM.

Analysis: The conclusion says some honors students study subjects outside STEM. The premises tell us some honors students study rhetoric. We need: rhetoric is outside STEM.

Advanced Technique: Contrapositives

Sometimes the correct answer is the contrapositive of what you predicted. Remember: a conditional and its contrapositive are logically equivalent.

Original
\( A \rightarrow B \)
Contrapositive
\( \neg B \rightarrow \neg A \)

Don't Confuse: The Negation Test

The Negation Test is a tool for Necessary Assumption questions, NOT Sufficient Assumption questions. Mixing them up is one of the most common LSAT mistakes.

Negation Test
Negate the answer. If the argument falls apart, it's a necessary assumption. This does NOT prove sufficiency.
Insertion Test
Add the answer as a premise. If the conclusion definitely follows, it's a sufficient assumption. This is the correct test here.

Common Mistakes

Choosing Necessary Over Sufficient
A necessary assumption helps the argument but doesn't guarantee the conclusion. Sufficient Assumption answers must provide certainty.
Rejecting "Too Strong" Answers
Students trained on Strengthen questions often avoid strong answers. On Sufficient Assumption, strong is good: you need enough force to guarantee the conclusion.
Ignoring the Contrapositive
The correct answer may be phrased as the contrapositive of what you predicted. Always check both directions of a conditional.

Summary Checklist

Step Action Key Question
1 Read the question stem Is this asking for sufficient or necessary?
2 Find the conclusion What is the author claiming?
3 Map the premises What evidence supports the claim?
4 Identify the gap What concept is missing from the chain?
5 Predict the bridge What connects premise terms to conclusion terms?
6 Apply the Insertion Test Does adding this make the conclusion certain?

Question 1 of 5

The critic's conclusion follows logically if which one of the following is assumed?

Question 2 of 5

The conclusion above follows logically if which one of the following is assumed?

Question 3 of 5

The argument's conclusion is properly drawn if which one of the following is assumed?

Question 4 of 5

The conclusion follows logically if which one of the following is assumed?

Question 5 of 5

Which one of the following, if assumed, enables the conclusion to be properly inferred?