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Only Statement Pattern Beginner-Intermediate Worksheet: Focus on common variations practice Only Statement Pattern BEGINNER INTERMEDIATE

Level up your Only Statement Pattern skills! You're at Worksheet 4 of 10 (33% through this series). This step-up challenge worksheet features 20 beginner-intermediate-level problems with a focus on common variations practice. Topics covered: only statement pattern for competitive exams, how to solve only statement pattern, only statement pattern tricks.

📝 Worksheet 4 of 10 • 20 questions • ⏱️ Estimated time: 20 minutes • 🎯 Beginner Intermediate level

What you'll learn in this worksheet:
Your progress through Only Statement Pattern
Worksheet 4 of 10 (33% complete)

Question 1

Statements: Only furniture are utensils. All utensils are appliances. Conclusions: I. All furniture are appliances. II. Some appliances are furniture.
Understanding 'Only' Statement:
"Only furniture are utensils" means "All utensils are furniture" (reversal!)

Conversion:
Original: Only furniture are utensils
Converted: All utensils are furniture

Venn Diagram:
Step 1: "All utensils are furniture" → utensils inside furniture
Step 2: "All utensils are appliances" → utensils inside appliances
Step 3: utensils inside both furniture and appliances

Checking Conclusions:

✗ Conclusion I: "All furniture are appliances"
We only know utensils is inside both - furniture could be larger - DOES NOT FOLLOW

✓ Conclusion II: "Some appliances are furniture"
All utensils are furniture and all utensils are appliances
The utensils portion is common to both - FOLLOWS

Answer: Only conclusion II follows

Question 2

Statements: Only durable are innovative. All innovative are valuable. Conclusions: I. All durable are valuable. II. Some valuable are durable.
Understanding 'Only' Statement:
"Only durable are innovative" means "All innovative are durable" (reversal!)

Conversion:
Original: Only durable are innovative
Converted: All innovative are durable

Venn Diagram:
Step 1: "All innovative are durable" → innovative inside durable
Step 2: "All innovative are valuable" → innovative inside valuable
Step 3: innovative inside both durable and valuable

Checking Conclusions:

✗ Conclusion I: "All durable are valuable"
We only know innovative is inside both - durable could be larger - DOES NOT FOLLOW

✓ Conclusion II: "Some valuable are durable"
All innovative are durable and all innovative are valuable
The innovative portion is common to both - FOLLOWS

Answer: Only conclusion II follows

Question 3

Statements: Only vertebrates are domestic. All domestic are mammals. Conclusions: I. All vertebrates are mammals. II. Some mammals are vertebrates.
Understanding 'Only' Statement:
"Only vertebrates are domestic" means "All domestic are vertebrates" (reversal!)

Conversion:
Original: Only vertebrates are domestic
Converted: All domestic are vertebrates

Venn Diagram:
Step 1: "All domestic are vertebrates" → domestic inside vertebrates
Step 2: "All domestic are mammals" → domestic inside mammals
Step 3: domestic inside both vertebrates and mammals

Checking Conclusions:

✗ Conclusion I: "All vertebrates are mammals"
We only know domestic is inside both - vertebrates could be larger - DOES NOT FOLLOW

✓ Conclusion II: "Some mammals are vertebrates"
All domestic are vertebrates and all domestic are mammals
The domestic portion is common to both - FOLLOWS

Answer: Only conclusion II follows

Question 4

Statements: Only accountants are artists. All artists are entrepreneurs. Conclusions: I. All accountants are entrepreneurs. II. Some entrepreneurs are accountants.
Understanding 'Only' Statement:
"Only accountants are artists" means "All artists are accountants" (reversal!)

Conversion:
Original: Only accountants are artists
Converted: All artists are accountants

Venn Diagram:
Step 1: "All artists are accountants" → artists inside accountants
Step 2: "All artists are entrepreneurs" → artists inside entrepreneurs
Step 3: artists inside both accountants and entrepreneurs

Checking Conclusions:

✗ Conclusion I: "All accountants are entrepreneurs"
We only know artists is inside both - accountants could be larger - DOES NOT FOLLOW

✓ Conclusion II: "Some entrepreneurs are accountants"
All artists are accountants and all artists are entrepreneurs
The artists portion is common to both - FOLLOWS

Answer: Only conclusion II follows

Question 5

Statements: Only carnivores are amphibians. All amphibians are domestic. Conclusions: I. All carnivores are domestic. II. Some domestic are carnivores.
Understanding 'Only' Statement:
"Only carnivores are amphibians" means "All amphibians are carnivores" (reversal!)

Conversion:
Original: Only carnivores are amphibians
Converted: All amphibians are carnivores

Venn Diagram:
Step 1: "All amphibians are carnivores" → amphibians inside carnivores
Step 2: "All amphibians are domestic" → amphibians inside domestic
Step 3: amphibians inside both carnivores and domestic

Checking Conclusions:

✗ Conclusion I: "All carnivores are domestic"
We only know amphibians is inside both - carnivores could be larger - DOES NOT FOLLOW

✓ Conclusion II: "Some domestic are carnivores"
All amphibians are carnivores and all amphibians are domestic
The amphibians portion is common to both - FOLLOWS

Answer: Only conclusion II follows

Question 6

Statements: Only durable are versatile. All versatile are beautiful. Conclusions: I. All durable are beautiful. II. Some beautiful are durable.
Understanding 'Only' Statement:
"Only durable are versatile" means "All versatile are durable" (reversal!)

Conversion:
Original: Only durable are versatile
Converted: All versatile are durable

Venn Diagram:
Step 1: "All versatile are durable" → versatile inside durable
Step 2: "All versatile are beautiful" → versatile inside beautiful
Step 3: versatile inside both durable and beautiful

Checking Conclusions:

✗ Conclusion I: "All durable are beautiful"
We only know versatile is inside both - durable could be larger - DOES NOT FOLLOW

✓ Conclusion II: "Some beautiful are durable"
All versatile are durable and all versatile are beautiful
The versatile portion is common to both - FOLLOWS

Answer: Only conclusion II follows

Question 7

Statements: Only accountants are writers. All writers are engineers. Conclusions: I. All accountants are engineers. II. Some engineers are accountants.
Understanding 'Only' Statement:
"Only accountants are writers" means "All writers are accountants" (reversal!)

Conversion:
Original: Only accountants are writers
Converted: All writers are accountants

Venn Diagram:
Step 1: "All writers are accountants" → writers inside accountants
Step 2: "All writers are engineers" → writers inside engineers
Step 3: writers inside both accountants and engineers

Checking Conclusions:

✗ Conclusion I: "All accountants are engineers"
We only know writers is inside both - accountants could be larger - DOES NOT FOLLOW

✓ Conclusion II: "Some engineers are accountants"
All writers are accountants and all writers are engineers
The writers portion is common to both - FOLLOWS

Answer: Only conclusion II follows

Question 8

Statements: Only versatile are beautiful. All beautiful are efficient. Conclusions: I. All versatile are efficient. II. Some efficient are versatile.
Understanding 'Only' Statement:
"Only versatile are beautiful" means "All beautiful are versatile" (reversal!)

Conversion:
Original: Only versatile are beautiful
Converted: All beautiful are versatile

Venn Diagram:
Step 1: "All beautiful are versatile" → beautiful inside versatile
Step 2: "All beautiful are efficient" → beautiful inside efficient
Step 3: beautiful inside both versatile and efficient

Checking Conclusions:

✗ Conclusion I: "All versatile are efficient"
We only know beautiful is inside both - versatile could be larger - DOES NOT FOLLOW

✓ Conclusion II: "Some efficient are versatile"
All beautiful are versatile and all beautiful are efficient
The beautiful portion is common to both - FOLLOWS

Answer: Only conclusion II follows

Question 9

Statements: Only structures are concepts. All concepts are models. Conclusions: I. All structures are models. II. Some models are structures.
Understanding 'Only' Statement:
"Only structures are concepts" means "All concepts are structures" (reversal!)

Conversion:
Original: Only structures are concepts
Converted: All concepts are structures

Venn Diagram:
Step 1: "All concepts are structures" → concepts inside structures
Step 2: "All concepts are models" → concepts inside models
Step 3: concepts inside both structures and models

Checking Conclusions:

✗ Conclusion I: "All structures are models"
We only know concepts is inside both - structures could be larger - DOES NOT FOLLOW

✓ Conclusion II: "Some models are structures"
All concepts are structures and all concepts are models
The concepts portion is common to both - FOLLOWS

Answer: Only conclusion II follows

Question 10

Statements: Only valuable are essential. All essential are reliable. Conclusions: I. All valuable are reliable. II. Some reliable are valuable.
Understanding 'Only' Statement:
"Only valuable are essential" means "All essential are valuable" (reversal!)

Conversion:
Original: Only valuable are essential
Converted: All essential are valuable

Venn Diagram:
Step 1: "All essential are valuable" → essential inside valuable
Step 2: "All essential are reliable" → essential inside reliable
Step 3: essential inside both valuable and reliable

Checking Conclusions:

✗ Conclusion I: "All valuable are reliable"
We only know essential is inside both - valuable could be larger - DOES NOT FOLLOW

✓ Conclusion II: "Some reliable are valuable"
All essential are valuable and all essential are reliable
The essential portion is common to both - FOLLOWS

Answer: Only conclusion II follows

Question 11

Statements: Only durable are beautiful. All beautiful are essential. Conclusions: I. All durable are essential. II. Some essential are durable.
Understanding 'Only' Statement:
"Only durable are beautiful" means "All beautiful are durable" (reversal!)

Conversion:
Original: Only durable are beautiful
Converted: All beautiful are durable

Venn Diagram:
Step 1: "All beautiful are durable" → beautiful inside durable
Step 2: "All beautiful are essential" → beautiful inside essential
Step 3: beautiful inside both durable and essential

Checking Conclusions:

✗ Conclusion I: "All durable are essential"
We only know beautiful is inside both - durable could be larger - DOES NOT FOLLOW

✓ Conclusion II: "Some essential are durable"
All beautiful are durable and all beautiful are essential
The beautiful portion is common to both - FOLLOWS

Answer: Only conclusion II follows

Question 12

Statements: Only reliable are essential. All essential are beautiful. Conclusions: I. All reliable are beautiful. II. Some beautiful are reliable.
Understanding 'Only' Statement:
"Only reliable are essential" means "All essential are reliable" (reversal!)

Conversion:
Original: Only reliable are essential
Converted: All essential are reliable

Venn Diagram:
Step 1: "All essential are reliable" → essential inside reliable
Step 2: "All essential are beautiful" → essential inside beautiful
Step 3: essential inside both reliable and beautiful

Checking Conclusions:

✗ Conclusion I: "All reliable are beautiful"
We only know essential is inside both - reliable could be larger - DOES NOT FOLLOW

✓ Conclusion II: "Some beautiful are reliable"
All essential are reliable and all essential are beautiful
The essential portion is common to both - FOLLOWS

Answer: Only conclusion II follows

Question 13

Statements: Only methods are models. All models are theories. Conclusions: I. All methods are theories. II. Some theories are methods.
Understanding 'Only' Statement:
"Only methods are models" means "All models are methods" (reversal!)

Conversion:
Original: Only methods are models
Converted: All models are methods

Venn Diagram:
Step 1: "All models are methods" → models inside methods
Step 2: "All models are theories" → models inside theories
Step 3: models inside both methods and theories

Checking Conclusions:

✗ Conclusion I: "All methods are theories"
We only know models is inside both - methods could be larger - DOES NOT FOLLOW

✓ Conclusion II: "Some theories are methods"
All models are methods and all models are theories
The models portion is common to both - FOLLOWS

Answer: Only conclusion II follows

Question 14

Statements: Only appliances are tools. All tools are gadgets. Conclusions: I. All appliances are gadgets. II. Some gadgets are appliances.
Understanding 'Only' Statement:
"Only appliances are tools" means "All tools are appliances" (reversal!)

Conversion:
Original: Only appliances are tools
Converted: All tools are appliances

Venn Diagram:
Step 1: "All tools are appliances" → tools inside appliances
Step 2: "All tools are gadgets" → tools inside gadgets
Step 3: tools inside both appliances and gadgets

Checking Conclusions:

✗ Conclusion I: "All appliances are gadgets"
We only know tools is inside both - appliances could be larger - DOES NOT FOLLOW

✓ Conclusion II: "Some gadgets are appliances"
All tools are appliances and all tools are gadgets
The tools portion is common to both - FOLLOWS

Answer: Only conclusion II follows

Question 15

Statements: Only nurses are lawyers. All lawyers are pilots. Conclusions: I. All nurses are pilots. II. Some pilots are nurses.
Understanding 'Only' Statement:
"Only nurses are lawyers" means "All lawyers are nurses" (reversal!)

Conversion:
Original: Only nurses are lawyers
Converted: All lawyers are nurses

Venn Diagram:
Step 1: "All lawyers are nurses" → lawyers inside nurses
Step 2: "All lawyers are pilots" → lawyers inside pilots
Step 3: lawyers inside both nurses and pilots

Checking Conclusions:

✗ Conclusion I: "All nurses are pilots"
We only know lawyers is inside both - nurses could be larger - DOES NOT FOLLOW

✓ Conclusion II: "Some pilots are nurses"
All lawyers are nurses and all lawyers are pilots
The lawyers portion is common to both - FOLLOWS

Answer: Only conclusion II follows

Question 16

Statements: Only diurnal are carnivores. All carnivores are fish. Conclusions: I. All diurnal are fish. II. Some fish are diurnal.
Understanding 'Only' Statement:
"Only diurnal are carnivores" means "All carnivores are diurnal" (reversal!)

Conversion:
Original: Only diurnal are carnivores
Converted: All carnivores are diurnal

Venn Diagram:
Step 1: "All carnivores are diurnal" → carnivores inside diurnal
Step 2: "All carnivores are fish" → carnivores inside fish
Step 3: carnivores inside both diurnal and fish

Checking Conclusions:

✗ Conclusion I: "All diurnal are fish"
We only know carnivores is inside both - diurnal could be larger - DOES NOT FOLLOW

✓ Conclusion II: "Some fish are diurnal"
All carnivores are diurnal and all carnivores are fish
The carnivores portion is common to both - FOLLOWS

Answer: Only conclusion II follows

Question 17

Statements: Only managers are pilots. All pilots are athletes. Conclusions: I. All managers are athletes. II. Some athletes are managers.
Understanding 'Only' Statement:
"Only managers are pilots" means "All pilots are managers" (reversal!)

Conversion:
Original: Only managers are pilots
Converted: All pilots are managers

Venn Diagram:
Step 1: "All pilots are managers" → pilots inside managers
Step 2: "All pilots are athletes" → pilots inside athletes
Step 3: pilots inside both managers and athletes

Checking Conclusions:

✗ Conclusion I: "All managers are athletes"
We only know pilots is inside both - managers could be larger - DOES NOT FOLLOW

✓ Conclusion II: "Some athletes are managers"
All pilots are managers and all pilots are athletes
The pilots portion is common to both - FOLLOWS

Answer: Only conclusion II follows

Question 18

Statements: Only models are systems. All systems are ideas. Conclusions: I. All models are ideas. II. Some ideas are models.
Understanding 'Only' Statement:
"Only models are systems" means "All systems are models" (reversal!)

Conversion:
Original: Only models are systems
Converted: All systems are models

Venn Diagram:
Step 1: "All systems are models" → systems inside models
Step 2: "All systems are ideas" → systems inside ideas
Step 3: systems inside both models and ideas

Checking Conclusions:

✗ Conclusion I: "All models are ideas"
We only know systems is inside both - models could be larger - DOES NOT FOLLOW

✓ Conclusion II: "Some ideas are models"
All systems are models and all systems are ideas
The systems portion is common to both - FOLLOWS

Answer: Only conclusion II follows

Question 19

Statements: Only athletes are scientists. All scientists are lawyers. Conclusions: I. All athletes are lawyers. II. Some lawyers are athletes.
Understanding 'Only' Statement:
"Only athletes are scientists" means "All scientists are athletes" (reversal!)

Conversion:
Original: Only athletes are scientists
Converted: All scientists are athletes

Venn Diagram:
Step 1: "All scientists are athletes" → scientists inside athletes
Step 2: "All scientists are lawyers" → scientists inside lawyers
Step 3: scientists inside both athletes and lawyers

Checking Conclusions:

✗ Conclusion I: "All athletes are lawyers"
We only know scientists is inside both - athletes could be larger - DOES NOT FOLLOW

✓ Conclusion II: "Some lawyers are athletes"
All scientists are athletes and all scientists are lawyers
The scientists portion is common to both - FOLLOWS

Answer: Only conclusion II follows

Question 20

Statements: Only omnivores are amphibians. All amphibians are fish. Conclusions: I. All omnivores are fish. II. Some fish are omnivores.
Understanding 'Only' Statement:
"Only omnivores are amphibians" means "All amphibians are omnivores" (reversal!)

Conversion:
Original: Only omnivores are amphibians
Converted: All amphibians are omnivores

Venn Diagram:
Step 1: "All amphibians are omnivores" → amphibians inside omnivores
Step 2: "All amphibians are fish" → amphibians inside fish
Step 3: amphibians inside both omnivores and fish

Checking Conclusions:

✗ Conclusion I: "All omnivores are fish"
We only know amphibians is inside both - omnivores could be larger - DOES NOT FOLLOW

✓ Conclusion II: "Some fish are omnivores"
All amphibians are omnivores and all amphibians are fish
The amphibians portion is common to both - FOLLOWS

Answer: Only conclusion II follows
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