Section: the Nature of Waves

Section: the Nature of Waves

<p>Name______Class______Date______Skills Worksheet Directed Reading A (Pages 570-579)</p><p>Section: The Nature of Waves 1. What is a wave? ______</p><p>WAVE ENERGY 2. A substance through which a wave can travel is a(n) ______3. Explain how energy is transmitted through a medium. ______4. Explain why a wave moves toward the shore but the leaf floating on the surface of the water does not. ______5. Explain the term vibration. ______6. Waves that require a medium are called______. 7. Name two types of waves that require a medium. ______</p><p>Original content Copyright © by Holt, Rinehart and Winston. Additions and changes to the original content are the responsibility of the instructor. Holt Science and Technology 1 The Energy of Waves Name______Class______Date______</p><p>Directed Reading A continued 8. List three examples of waves that can transfer energy without going through a medium. ______9. Some waves that do not require a medium are______</p><p>TYPES OF WAVES 10. What are the two main types of waves? ______11. How does a surface wave form? ______Match the correct definition with the correct term. Write the letter in the space provided. ______12.a part of a longitudinal wave where the a. transverse wave particles are crowded together b. compression ______13.to be at right angles c. trough ______14.the highest point of a transverse wave d. perpendicular ______15.a part of a longitudinal wave where the e. rarefaction particles are spread apart f. crest ______16. a wave in which the particles of the medium move perpendicularly to the g. longitudinal wave direction the wave is traveling ______17. the lowest point between each crest of a transverse wave ______18. a wave in which the particles of the medium move back and forth along the path that the wave moves</p><p>Original content Copyright © by Holt, Rinehart and Winston. Additions and changes to the original content are the responsibility of the instructor. Holt Science and Technology 2 The Energy of Waves</p>

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