Theory of Time Travel
From the Set Out of This World
Explore the dark side of space in Out of this World, a new and exciting series for struggling readers. Is time travel possible? How do black holes theoretically support time travel? These and other fascinating questions are discussed in the Theory of Time Travel title using considerate text that is written at a higher maturity level with a lower reading level to engage struggling readers. A table of contents, glossary with simplified pronunciations, and index all enhance reading comprehension. Sidebars include hands-on experiments, spotlight biographies on women in science, tech connections, and far out facts.
Interest Level | Grade 4 - Grade 8 |
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Reading Level | Grade 2 |
Dewey | 530.11 |
Lexile | 550L |
ATOS Reading Level | |
Guided Reading Level | Z |
Publisher | 45th Parallel Press |
Series | Out of This World |
Language | English |
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Available Formats | Reinforced book (9781534169258), Paperback (9781534170933), PDF (9781534172777), ePub (9781534178298), Hosted ebook (9781534174610), Kindle (9781534176454) |
Copyright | 2021 |
Number of Pages | 32 |
Dimensions | 7 x 9 |
Graphics | Full-color photographs |
Author: Virginia Loh-Hagan
Dr. Virginia Loh-Hagan was born in the luckiest of all years, the Year of the Dragon. She’s an author, university professor, curriculum designer, and former elementary school teacher. She was inspired to write this story after doing author visits. Her young audiences wanted to know more about Chinese New Year! She lives in San Diego with one well-trained husband and two very naughty dogs.
- What Is the Universe?
- What Is Space-Time?
- How Do Black Holes Support Time Travel?
- Could Wormholes Be Used for Time Travel?
- What Are Cosmic Strings?
- How Would Time Machines Work?
- Who Studied Time Travel?
- Glossary
- Far-Out Facts / Learn More
- Index / About the Author
Activities for further learning |
Author/Illustrator biography |
Experiment |
Glossary of key words |
Index |
Informative sidebars |
Table of contents |
Full-color photographs |