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Direct Comparison - Absolute-Beginner Level: core concept mastery Direct Comparison ABSOLUTE BEGINNER

This skill primer 🌟 worksheet focuses on Direct Comparison - a key topic in Inequalities. You'll solve 20 absolute-beginner-level problems (Worksheet 1 of 10). The primary focus is on core concept mastery. Master direct comparison problems, direct comparison reasoning questions, and direct comparison practice through systematic practice.

📝 Worksheet 1 of 10 • 20 questions • ⏱️ Estimated time: 20 minutes • 🎯 Absolute Beginner level

What you'll learn in this worksheet:
Your progress through Direct Comparison
Worksheet 1 of 10 (0% complete)

Question 1

Statements: B > A > C > H Conclusion: A = H Is the conclusion true?
From B > A > C > H, we cannot determine the exact relationship between A and H.

Question 2

Statements: F > H > C ≥ B Conclusion: H = B Is the conclusion true?
From F > H > C ≥ B, we cannot determine the exact relationship between H and B.

Question 3

Statements: C > D ≥ E ≥ F Conclusion: D = F Is the conclusion true?
From C > D ≥ E ≥ F, we cannot determine the exact relationship between D and F.

Question 4

Statements: F > D > B ≥ G Conclusion: G > F Is the conclusion true?
From F > D > B ≥ G, G > F contradicts the given inequalities, so it's false.

Question 5

Statements: H ≥ F > B > D Conclusion: H > D Is the conclusion true?
From H ≥ F > B > D, using transitivity, H > D is definitely true.

Question 6

Statements: A > H ≥ B ≥ G Conclusion: A > G Is the conclusion true?
From A > H ≥ B ≥ G, using transitivity, A > G is definitely true.

Question 7

Statements: B > F ≥ E > D Conclusion: D > B Is the conclusion true?
From B > F ≥ E > D, D > B contradicts the given inequalities, so it's false.

Question 8

Statements: A ≥ C ≥ H ≥ G Conclusion: G > A Is the conclusion true?
From A ≥ C ≥ H ≥ G, G > A contradicts the given inequalities, so it's false.

Question 9

Statements: C ≥ G ≥ F > H Conclusion: H > C Is the conclusion true?
From C ≥ G ≥ F > H, H > C contradicts the given inequalities, so it's false.

Question 10

Statements: E > A = D ≥ G Conclusion: E > G Is the conclusion true?
From E > A = D ≥ G, using transitivity, E > G is definitely true.

Question 11

Statements: B ≥ G > D ≥ C Conclusion: B > C Is the conclusion true?
From B ≥ G > D ≥ C, using transitivity, B > C is definitely true.

Question 12

Statements: E ≥ D > F > B Conclusion: D = B Is the conclusion true?
From E ≥ D > F > B, we cannot determine the exact relationship between D and B.

Question 13

Statements: F ≥ E > D > B Conclusion: E = B Is the conclusion true?
From F ≥ E > D > B, we cannot determine the exact relationship between E and B.

Question 14

Statements: C > F > D ≥ A Conclusion: C > A Is the conclusion true?
From C > F > D ≥ A, using transitivity, C > A is definitely true.

Question 15

Statements: H > E ≥ F ≥ G Conclusion: E = G Is the conclusion true?
From H > E ≥ F ≥ G, we cannot determine the exact relationship between E and G.

Question 16

Statements: H > A > D ≥ C Conclusion: C > H Is the conclusion true?
From H > A > D ≥ C, C > H contradicts the given inequalities, so it's false.

Question 17

Statements: G > D = E > B Conclusion: B > G Is the conclusion true?
From G > D = E > B, B > G contradicts the given inequalities, so it's false.

Question 18

Statements: C ≥ H > A > G Conclusion: C > G Is the conclusion true?
From C ≥ H > A > G, using transitivity, C > G is definitely true.

Question 19

Statements: D > H > G ≥ F Conclusion: D > F Is the conclusion true?
From D > H > G ≥ F, using transitivity, D > F is definitely true.

Question 20

Statements: E ≥ D ≥ B > A Conclusion: E > A Is the conclusion true?
From E ≥ D ≥ B > A, using transitivity, E > A is definitely true.
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