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Chapter 1: Problem 6

$$\begin{array}{l}{\text { (A) NO CHANGE }} \\ {\text { (B) Miguel had said, "If you have any funny stories, I like }} \\ {\text { those," asking Harris for a book two weeks earlier. }}\end{array}$$ $$\begin{array}{l}{\text { (C) Asking Harris for a book two weeks earlier, Miguel had }} \\ {\text { said, "If you have any funny stories, I like those." }} \\ {\text { (D) Miguel asked Harris for a book two weeks earlier had said, }} \\ {\quad \text { "If you have any funny stories, I like those." }}\end{array}$$

Short Answer

Expert verified
Option C is the correct choice.

Step by step solution

01

Read the sentence carefully

Examine each option to understand how it modifies the sentence and how this affects the overall meaning and grammatical correctness.
02

Apply grammatical rules

Identify the subject and verb for each option: - Option A (NO CHANGE) has incomplete information. - Option B does not correctly separate the reported speech with appropriate punctuation and is confusing. - Option C places information in a logical and grammatically correct order, with proper punctuation. - Option D is grammatically incorrect due to the improper use of verb tense and sentence structure.
03

Select the most coherent and grammatically correct option

Among all options, Option C correctly places the temporal information while correctly structuring the sentence and using quotation marks properly.

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Key Concepts

These are the key concepts you need to understand to accurately answer the question.

Sentence Structure
Sentence structure refers to the way words are organized and arranged in a sentence. It is crucial for clarity and meaning. Let's break down what makes a sentence well-structured:

Every complete sentence must have a subject and a predicate. The subject tells who or what the sentence is about, and the predicate tells what the subject does or is.

Consider this example from the exercise options: 'Miguel asked Harris for a book two weeks earlier had said...' This option is confusing because it contains a misplaced modifier and fragments, making it a run-on sentence. Structuring it properly would involve organizing the main idea first followed by supporting details or quotations.
In Option C, we see: 'Asking Harris for a book two weeks earlier, Miguel had said,

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Most popular questions from this chapter

In Delray Beach, Florida, you can take a luxury golf cart ride around downtown. The driver charges \(\$ 4\) for the first \(\frac{1}{4}\) mile, plus \(\$ 1.50\) for each additional \(\frac{1}{2}\) mile. Which inequality represents the number of miles, \(m,\) that you could ride and pay no more than \(\$ 10 ?\) $$\begin{array}{l}{\text { (A) } 3.25+1.5 m \leq 10} \\ {\text { (B) } 3.25+3 m \leq 10} \\ {\text { (C) } 4+1.5 m \leq 10} \\ {\text { (D) } 4+3 m \leq 10}\end{array}$$

Red tide is a form of harmful algae that releases toxins as it breaks down in the environment. A marine biologist is testing a new spray, composed of clay and water, hoping to kill the red tide that almost completely covers a beach in southern Florida. He applies the spray to a representative sample of 200 square feet of the beach. By the end of the week, 184 square feet of the beach is free of the red tide. Based on these results, and assuming the same general conditions, how many square feet of the \(10,000-\) square-foot beach would still be covered by red tide if the spray had been used on the entire area? $$ \begin{array}{l}{\text { (A) } 800} \\ {\text { (B) } 920} \\ {\text { (C) } 8,000} \\ {\text { (D) } 9,200}\end{array} $$

$$\frac{3 x}{x+5} \div \frac{6}{4 x+20}$$ Which of the following is equivalent to the expression above, given that \(x \neq-5\) ? $$\begin{array}{l}{\text { (A) } 2 x} \\ {\text { (B) } \frac{x}{2}} \\\ {\text { (B) } \frac{9 x}{2}} \\ {\text { (D) } 2 x+4}\end{array}$$

A landscaper buys a new commercial-grade lawn mower that costs \(\$ 2,800 .\) Based on past experience, he expects it to last about 8 years, and then he can sell it for scrap metal with a salvage value of about \(\$ 240 .\) Assuming the value of the lawn mower depreciates at a constant rate, which equation could be used to find its approximate value after \(x\) years, given that \(x<8 ?\) $$\begin{array}{l}{\text { (A) } y=-8 x+2,560} \\ {\text { (B) } y=-240 x+2,800} \\ {\text { (C) } y=-320 x+2,800} \\ {\text { (D) } y=240 x-2,560}\end{array}$$

The percent increase from 5 to 12 is equal to th percent increase from 12 to what number? $$ \begin{array}{l}{\text { (A) } 16.8} \\ {\text { (B) } 19.0} \\ {\text { (C) } 26.6} \\ {\text { (D) } 28.8}\end{array} $$
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