How should I approach this reading question type?

First, identify the core claim of the text. Look for transition words like 'however' or 'furthermore' which signal changes in the author's logic. Then, match the evidence directly to the options provided.

What is the common trap in wrong answers for this category?

The most common trap is 'extreme language' (e.g., 'always', 'never') or 'unsupported inferences' that go beyond what is explicitly stated in the provided text snippet.

Why is the correct answer better than the close alternatives?

The correct answer usually captures the most direct and necessary evidence from the text, whereas alternatives often focus on minor details or distort the author's primary subject.

Set 12: Form, Structure & Sense

Explanation

Answer: D

PASSAGE

Researchers have observed that during the Renaissance, artists studied _______ and mathematics to create more realistic paintings.

Which choice completes the text so that it conforms to the conventions of Standard English?

A. anatomy,

B. anatomy;

C. anatomy:

D. anatomy✓ Correct

Detailed Answer Explanation

[Variation 3] This question tests your understanding of sentence function and text organization. Two items in a list joined by 'and' do not require a comma. 'Anatomy and mathematics' is a simple compound object with no comma needed. Each sentence in a well-constructed text serves a specific purpose. Consider what role this sentence plays in the argument: does it introduce, support, contrast, or conclude an idea? Understanding why an author includes specific sentences helps you grasp the overall argument. Each sentence should serve a clear purpose: introducing ideas, providing evidence, acknowledging counterarguments, or drawing conclusions. Identify the role to understand the structure.

Key Evidence:

• "studied _______ and mathematics"

Why others are wrong: A (A comma is not needed between two items joined by 'and.'), B (A semicolon joins independent clauses, not list items.), C (A colon would be used to introduce a list, not between two items.).

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