Indiana Jones grips the bottom of a taut rope that has negligible mass and has length L = 3.5 m. The rope is fixed to the ceiling, and it makes an angle = 28° with respect to the vertical. If he drops from rest while holding onto the rope, what is his speed at the bottom of the swinging motion?
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- # 5) Think in three dimensions. Think about what is your coordinate system. What directions are positive and negative in your coordinate system (clearly show how the positive and negative x, y, and z axes relate to North, East, South, and West)? You and your buddy do not have to have the same coordinate system, but the answer will work out the same for this problem. Clearly draw and label your 3D coordinate system A Los Angeles class nuclear submarine deep in the ocean's water rises 50.0 m straight upward in the water, then propels 200.0 m eastward (from west to east), then 100.0 m horizontally to the north. If an enemy Churchill class nuclear submarine started out at the same location as the Los Angeles class submarine and instead rose 100.0 m straight up, propelled 200.0 m westward, and 50.0 m horizontally to the south. What is the magnitude of the distance between the two submarines in the end? Express answer to 3 sig figs.Money/Job Information - Gooc X E Can't Buy Time - Google Docs A Summer Wildlife Internship Jok X Resume Builder · Resume.io My Questions | bartleby docs.google.com/document/d/1pQhEBaWXYWxTk327EPalSjdDio91Zaf8RIghg92dlXw/edit Update : Can't Buy Time * D O Saved to Drive Share File Edit View Insert Format Tools Add-ons Help Last edit was seconds ago B I U A Editing 100% Normal text Verdana 14 31 1 | 1 3 7 3. A mirror produces an image that is located 42.0 cm behind the mirror, when the object is located 5.60 cm in front of the mirror. (a) What is the focal length of the mirror? (b) Is the mirror concave or convex? > 7:25 PM O Type here to search 后 4/8/2021 + !!! II lili 近Problem Solving: Solve the following problems. Give your complete solution and box your final answer. 1-2. Vector Addition and Subtraction using Components. B = 6 units Given: Å= 4 units angle between Ä and Ē is 60º 1. What is the magnitude of Å + B 2. What is the magnitude of Å – B 3. Vector Components. A vector à has a magnitude of 20 cm and makes an angle of 120° with a positive x axis. What are the x – and y – components of the vector? 4 – 7. Components of the Vector and Unit Vectors. Given: Å = (3î – 3j)m B = (i – 4j)m = (-2i + 5j)m 4. Determine the magnitude of D = à + Ē + č. 5. Determine the direction of D = Å + + č. 6. Determine the magnitude of D = -Å – Ē + č. 7. Determine the direction of D = -à – Ē + č. 8 – 10. Components of the Vector and Unit Vectors. Given: A = -3 units Ay = -2 units 8. Determine the expression of A in a unit vector notation. 9. Determine the magnitude and direction of Ả.| 10. What vector B when added to à gives a resultant vector with x component and a…