Element Count Progression - Expert Level: conceptual clarity Element Count Progression EXPERT

This skill evaluation ⚡ worksheet focuses on Element Count Progression - a key topic in Figure Analogy. You'll solve 20 expert-level problems (Worksheet 9 of 10). The primary focus is on conceptual clarity. Master element count progression ssc cgl, element count progression reasoning tricks, and fast element count progression solving through systematic practice.

📝 Worksheet 9 of 10 • 20 questions • ⏱️ Estimated time: 20 minutes • 🎯 Expert level

What you'll learn in this worksheet:

Master element count progression ssc cgl through focused practice
Understand the logic behind element count progression reasoning tricks
Learn step-by-step approaches to conceptual clarity
Develop intuition for instant problem recognition
Achieve mastery with the most difficult problem types

Your progress through Element Count Progression

Worksheet 9 of 10 (88% complete)

Question 1

Figure Analogy: A : B :: C : ? Figure A has 2 dot(s). Figure B has 3 dot(s) (1 more). Apply the same transformation to Figure C.

Step-by-Step Solution:

STEP 1: Identify Numerical Pattern
- A: 2 dot(s)
- B: 3 dot(s)
- Change: +1 dot(s) added

STEP 2: Apply to Figure C
- C: 2 dot(s) (different container)
- Add 1 more dot(s)
- Result: 3 dots total

Answer: Circle with 3 dots (1 more than original)

Question 2

Figure Analogy: A : B :: C : ? Figure A has 1 dot(s). Figure B has 3 dot(s) (2 more). Apply the same transformation to Figure C.

Step-by-Step Solution:

STEP 1: Identify Numerical Pattern
- A: 1 dot(s)
- B: 3 dot(s)
- Change: +2 dot(s) added

STEP 2: Apply to Figure C
- C: 1 dot(s) (different container)
- Add 2 more dot(s)
- Result: 3 dots total

Answer: Circle with 3 dots (2 more than original)

Question 3

Figure Analogy: A : B :: C : ? Figure A has 2 dot(s). Figure B has 4 dot(s) (2 more). Apply the same transformation to Figure C.

Step-by-Step Solution:

STEP 1: Identify Numerical Pattern
- A: 2 dot(s)
- B: 4 dot(s)
- Change: +2 dot(s) added

STEP 2: Apply to Figure C
- C: 2 dot(s) (different container)
- Add 2 more dot(s)
- Result: 4 dots total

Answer: Circle with 4 dots (2 more than original)

Question 4

Figure Analogy: A : B :: C : ? Figure A has 1 dot(s). Figure B has 2 dot(s) (1 more). Apply the same transformation to Figure C.

Step-by-Step Solution:

STEP 1: Identify Numerical Pattern
- A: 1 dot(s)
- B: 2 dot(s)
- Change: +1 dot(s) added

STEP 2: Apply to Figure C
- C: 1 dot(s) (different container)
- Add 1 more dot(s)
- Result: 2 dots total

Answer: Square with 2 dots (1 more than original)

Question 5

Figure Analogy: A : B :: C : ? Figure A has 1 dot(s). Figure B has 3 dot(s) (2 more). Apply the same transformation to Figure C.

Question 6

Figure Analogy: A : B :: C : ? Figure A has 2 dot(s). Figure B has 4 dot(s) (2 more). Apply the same transformation to Figure C.

Question 7

Figure Analogy: A : B :: C : ? Figure A has 2 dot(s). Figure B has 4 dot(s) (2 more). Apply the same transformation to Figure C.

Question 8

Figure Analogy: A : B :: C : ? Figure A has 2 dot(s). Figure B has 3 dot(s) (1 more). Apply the same transformation to Figure C.

Question 9

Figure Analogy: A : B :: C : ? Figure A has 2 dot(s). Figure B has 4 dot(s) (2 more). Apply the same transformation to Figure C.

Question 10

Figure Analogy: A : B :: C : ? Figure A has 2 dot(s). Figure B has 4 dot(s) (2 more). Apply the same transformation to Figure C.

Question 11

Figure Analogy: A : B :: C : ? Figure A has 2 dot(s). Figure B has 4 dot(s) (2 more). Apply the same transformation to Figure C.

Question 12

Figure Analogy: A : B :: C : ? Figure A has 2 dot(s). Figure B has 4 dot(s) (2 more). Apply the same transformation to Figure C.

Question 13

Figure Analogy: A : B :: C : ? Figure A has 2 dot(s). Figure B has 3 dot(s) (1 more). Apply the same transformation to Figure C.

Question 14

Figure Analogy: A : B :: C : ? Figure A has 2 dot(s). Figure B has 3 dot(s) (1 more). Apply the same transformation to Figure C.

Question 15

Figure Analogy: A : B :: C : ? Figure A has 1 dot(s). Figure B has 2 dot(s) (1 more). Apply the same transformation to Figure C.

Question 16

Figure Analogy: A : B :: C : ? Figure A has 2 dot(s). Figure B has 4 dot(s) (2 more). Apply the same transformation to Figure C.

Question 17

Figure Analogy: A : B :: C : ? Figure A has 2 dot(s). Figure B has 4 dot(s) (2 more). Apply the same transformation to Figure C.

Question 18

Figure Analogy: A : B :: C : ? Figure A has 2 dot(s). Figure B has 3 dot(s) (1 more). Apply the same transformation to Figure C.

Question 19

Figure Analogy: A : B :: C : ? Figure A has 2 dot(s). Figure B has 3 dot(s) (1 more). Apply the same transformation to Figure C.

Question 20

Figure Analogy: A : B :: C : ? Figure A has 2 dot(s). Figure B has 3 dot(s) (1 more). Apply the same transformation to Figure C.

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