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

Vector 3.

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.

Vectors A and B are shown in the figure. Vector C is given by C = B - A. Themagnitude of vector A is 16.0 units, and the magnitude of vector B is 7.00 units. What is the magnitude of vector C?

43. John is walking around campus. John walks 2.4 km north. John then makes a left turn and walks 1.45 km west. Finally, John makes a right turn and walks 1.2 km north and sits on a bench. What is the magnitude and displacement of John from the starting point? А. 3.9 km, 24° north of west В. 3.9 km, 66° north of west С. 5.3 km, 70° north of west D. no answer is correct Е. 5.3 km, 59° north of west

Vector A is 30° to the left of the negative y-axis. Vector B is 65° above the negative x-axis.  Vector C points to the right.  You will be asked to find the resultant, R = A + B + C.  What are the x- and y-components of the resultant?   Group of answer choices Rx = 0.625 m; Ry = 3.11 m Rx = 5.31 m; Ry = -1.57 m Rx = 8.43 m; Ry = -4.69 m Rx = 10.6 m; Ry = -6.89 m

A Freshman MSU student tours around the MSU campus. From the College of Natural Sciences and Mathematics (CNSM), he walks 300 m, 25° N of W towards the administration building, then he walks for 450 m, 67° W of S reaching the College of SPEAR. From the College of SPEAR, he walked for another 180 m, 59° S of E to be able to reach the College of Business Administration and Accountancy. In order for the student to return to his starting point (which is the CNSM), how far must he walk and in what direction?

Complete the table below: Vector 1 Vector 2 Vector 3 Vector 4 Vector 5 Vector 6 x-component 15m 2cm 5N 3lbf 2cm 3mm y-component Magnitude 100N 25m 5lbf Direction 30° W of N 40° s of E NE Solve what is asked: 1. What is the resultant of Vectors 1, 3 and 5? 2. What is the Vector 4 – Vector 2 + Vector 6? 3. If Vector 7 is 3i + 4j, then what is Vector 3 + Vector 7? 4. If Vector 7 is 3i + 4j, then what is Vector 6 - Vector 7?

A flagpole sits at the center of a playground. Initially, a child is located 8.50 m due north of the flagpole. Two minutes later, the child is 6.00 m away from the flagpole in the direction 37.0° south of east. The displacement of the child lies between which two cardinal directions? O South and west O North and east O North and west O South and east