Reading Comprehension Strategies with Practice Passages — Free PDF

Asha and the Swap Tables

Asha carried two cartons of chapter books into the community center hall. Colorful paper pennants hung overhead for the annual book swap. Mr. Alvarez, the event organizer, pointed toward two folding tables beneath the tall windows. Asha had spent the morning sorting her favorite adventure novels. She unpacked the books and lined them up neatly across the first table.

On the second table, a single plastic bin held the picture books. Soon, the front doors opened, and the first visitors arrived. Two young brothers dashed straight to the plastic bin, bumping elbows as they searched for animal stories. Behind them, a mother steered a double stroller while holding a toddler’s hand. In the doorway, another family with three small children paused to look inside.

Asha noticed the crowded corner. The picture books were piled high, and the boys could not see the covers without knocking stacks over. Meanwhile, her own chapter-book table sat quiet. Asha studied the clues: several preschoolers, a tight squeeze around the small bin, and more families waiting outside. She predicted that picture books would need far more space than chapter books during the morning rush.

“Mr. Alvarez,” Asha said, “may I move the chapter books to the side shelf and spread the picture books across both tables?” Mr. Alvarez nodded warmly. Asha condensed her novels into two tidy rows on the low wooden shelf. Then she spread the picture books cover-up across both tables so little hands could reach them easily.

Her prediction proved correct. When the next families arrived, the children gathered comfortably around the open tables, pointing at colorful covers. Meanwhile, a few older students walked over to the side shelf, browsing her adventure books with interest. Asha watched both groups find something exciting to read, pleased that noticing the clues had helped everyone share the space.

Questions

1. What clues support Asha’s prediction that picture books will need more space?
2. What problem does the small picture-book bin cause for the two brothers?
3. Does the ending support the claim that all readers wanted picture books? Explain.
4. What details show that her prediction and table changes worked for the arriving readers?
5. How does showing the covers across both tables solve the earlier browsing problem?
6. Summarize Asha’s prediction, action, and result in two sentences.

Katherine Johnson and the Orbital Path

In 1953, mathematician Katherine Johnson began working at the Langley research laboratory in Virginia. At that time, the facility belonged to NACA, the agency that later became NASA. Langley employed human computers—people who performed complex mathematical calculations for aeronautics research. Johnson worked at Langley from 1953 until her retirement in 1986, solving problems by hand with the help of a desktop mechanical calculating machine.

During the early years of the space program, human calculations supported spaceflight missions. In 1961, Johnson calculated the flight trajectory for astronaut Alan Shepard, the first American in space. Her mathematical work determined the path of his spacecraft as it flew into space and returned to Earth.

As the space program progressed toward orbital flight, NASA began using electronic computers to track coordinates and trajectories. These new machines processed equations much faster than people could. However, because computer programming was still relatively new, engineers knew that an unnoticed error in programming could cause inaccurate results.

In 1962, astronaut John Glenn prepared to orbit Earth. Before his flight, Glenn requested an independent preflight check of the computer’s flight path. He specifically asked that Johnson recalculate the same numbers using her desktop calculating machine. Johnson ran the equations and confirmed that her figures agreed with the machine’s results.

Her check contributed to mission preparation before Glenn’s successful flight. Johnson’s work showed the importance of independent verification. By comparing two different methods of calculation instead of relying on a single source, engineers ensured the accuracy of their flight data.

Questions

1. Reread the sentence about Johnson’s “figures.” How can you tell they are numbers, not drawings?
2. What does Glenn’s request suggest about his trust in Johnson’s work?
3. Why use a second calculation instead of accepting the computer’s first results automatically?
4. Which claim fits the text: Johnson found an error, or she confirmed the results? Give evidence.
5. How did her work for Shepard differ from her check for Glenn? Use the years to distinguish them.
6. Write a two-sentence summary of Johnson’s contribution to Glenn’s flight. Leave out unrelated career details.

Willa Plans the Afternoon

Willa spread three sheets of heavy drawing paper across the kitchen table. Her cousin Ben and Aunt Carmen were coming over for Saturday afternoon, and Willa had planned to start a new superhero comic. Still, she remembered that last month’s visit felt rushed when everyone wanted to do something different. This time, she wanted to ask questions before deciding how they spent their hours together.

When the front door opened, Ben kicked off his sneakers and flopped onto the sofa with a loud sigh. Willa set her markers down. “What kind of afternoon sounds best to you today, Ben?” she asked. Ben rubbed his neck. “I sat inside a noisy indoor pool all morning during my sister’s swim meet. I really need to stretch my legs outside.”

Willa nodded and turned to Aunt Carmen, who was unpacking a loaf of banana bread on the counter. “What would feel relaxing for you, Aunt Carmen?” Aunt Carmen smiled tiredly. “A quiet spot with fresh air where I can read my mystery novel. I just do not want to drive across town in heavy traffic.”

Willa considered both answers. Staying inside to draw comic panels would leave Ben feeling restless after hours in the bleachers. On the other hand, a trip all the way to the lake would mean packing heavy gear and driving through traffic. Could one simple plan answer both needs? Willa thought about the open lawn at Mill Creek Park, just three blocks away.

“What if we walk down to the park with the shaded picnic tables?” Willa suggested. “Ben can kick a soccer ball across the grass, Aunt Carmen can read under the big willow tree, and I can sketch outdoors.” Ben grabbed his ball from the hallway, while Aunt Carmen slipped her book into a tote bag. Willa clipped her paper to a wooden board, glad she had asked first.

Questions

1. Why does Willa ask questions before choosing the afternoon’s activity?
2. Write a follow-up question based on Ben’s answer. Explain what it could help Willa decide.
3. Why is asking what feels relaxing more useful than assuming everyone wants to draw?
4. Why does the lake outing fit Aunt Carmen’s wishes less well than the nearby park?
5. How can the park plan meet Ben’s, Aunt Carmen’s, and Willa’s different wishes?
6. What does the ending support about the plan, and what has not happened yet?

Download the Free Reading Strategies PDF Workbook

The workbook includes 5 focused reading passages: the 3 passages above and 2 bonus passages, with reading strategies questions, instructional notes, and a separate answer key.

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