A man with superpowers flies from the top of a building as shown in the figure. (a) What are the horizontal and vertical components of the man's 119 m displacement (in m), if e = 27.0°2 Use signs to indicate the directions of the displacement components. (Use signs to indicate the directions of the displacement components.) horizontal displacement vertical displacement m. (b) What if? A man observes the superhero through a window located 30.0 m below the top of the building. What is the superhero's position (in m) relative to the man at the end of the displacement in part (a)? (Use signs to indicate the directions of the displacement components.) horizontal displacement vertical displacement m

Mr. Brown takes a walk in the park. He first travels 600. m NW and then turns and walks 800. m @ 20.0° WoS. What is his overall displacement of his walk? Use the triangle method to solve this. Should you use the component method, I will award zero points. I know the answer, I just don’t know how to get it. Answer: 771 m @ 25.1° SoW Thanks!!

An object moves in an x-y plane generating three displacements (50.0 m, 60.0° west of north; 20.0 m, 30.0° east of north; 10.0 m east). a) Draw vector A in its reference frame and determine its x component and its y component. Express vector A in Cartesian form. b) Draw vector B in its reference frame and determine its x component and its y component. Express vector B in Cartesian form. c) Draw vector C in its reference frame and determine its x component and its y component. Express vector C in Cartesian form. d) Determine the resulting vector Cartesian Reform. In addition, determine its magnitude and its angle. Note: As can be seen in the diagram, the resulting vector is in the first quadrant, so the signs of its components and its angle have to be those corresponding to a vector in the first guadrant. wwwM wmww o w y (norte) 10.0 m 20.0 m <30.0° 50.0 m 60.0° (oeste) x (este)

Clara de Iles is shopping. She walks 16m North to the end of an aisle. She then makes a right hand turn and walks 21m Eastward to the end of the aisle. Determine the magnitude of Claire's resultant displacement and the angle of her resultant.