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The metaphor “proved by its fruits” means wisdom is validated by its results or consequences. Option A reflects this directly. Option B contradicts the idea of measurement. Option C reduces wisdom to knowledge alone, missing the emphasis on application. Option D distorts the metaphor into literalism. The CLT’s Verbal Reasoning emphasizes recognizing metaphorical meaning and extracting principles from literary and philosophical expressions. By interpreting figurative language, students practice connecting ideas across contexts. This reflects CLI’s aim to cultivate both comprehension and moral imagination, fostering a holistic understanding of classical texts and their enduring insights.

Area = 12×base×height\tfrac{1}{2} \times \text{base} \times \text{height}. Substituting: 12×8×5=20\tfrac{1}{2} \times 8 \times 5 = 20. Correct answer is A (20), not C. Option C results from forgetting to halve. CLT Quantitative Reasoning emphasizes proper use of formulas. CLI stresses accuracy and logical steps as central to mathematical training.

Introductory adverbs like “Therefore” should be followed by a comma. Option B is correct. Options A, C, and D misuse or omit punctuation. CLT Grammar/Writing emphasizes clarity through structure. CLI stresses ordered punctuation as a tool of disciplined communication.

This proverb highlights that difficulties often reach their peak before improvement arrives. Option A is correct. Options B, C, and D miss or contradict the meaning. CLT Verbal Reasoning emphasizes interpretation of figurative wisdom. CLI stresses resilience and hope as classical virtues for enduring adversity.

Perimeter = 4s4s. 24÷4=624 \div 4 = 6. Side length = 6. Option C is correct. Distractors come from miscalculation. CLT Quantitative Reasoning emphasizes formula application. CLI stresses mastery of geometry basics.