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- Q5 /Find the vector sum of the following four ements on a map: 60 mm north: 30 mm wes at 60 ° west of north; 50 mm at 30 ° west of south as shown in Fig (3). Solve it algebraically?An airplane trip involves three legs with two stop overs. The first leg is due east for 620 km, the second leg is southeast (450) for 440 km and the third leg is at 530 south of west for 550km. What is the plane’s total displacement? Solve in mathematical method.Three displacements are A = 200 m due south, R = 250 m due west, and C = 150 m at 30.0 east of north, (a) Construct a separate diagram for each of the following possible ways of adding these vectors: R1=A+B+C; R2 = B + C + A; R3 = C + B + A. (b) Explain what you can conclude from comparing the diagrams.
- If a baseball is hit with a vertical speed of 20 m/s and a horizontal speed of 4 m/s, how long will the ball remain in the air? (Assume for the purposes of this question that the ball starts at nearly ground level.) ______ s How far wil it go? ______ m ***Please write down work. Thank you! Trying to learn(ex) You walk at an angle of 65.0° south of east. The size of the y-component of your displacement is 15.0 m. Determine the (a) x-component and (b) magnitude of your displacement. Assume the positive x-direction is east, and the positive y-direction is north. Draw the vector and axes, and as always, show all your work.A football is thrown by Tom at 50.0 m/s at 30.0-degree angle above the horizontal. a. calculate how high the football goes? b. Calculate how far the field the receiver should be to catch the ball at the same height that it was thrown.
- Determine the vector b. Draw the pucks path on the diagram.A driver needs to make a delivery to an office that is 30 km away. The driver has traveled for 45 minutes west down a straight road at 50 km/h. a. Has the driver traveled far enough to reach the office? Support your response. b. Assume the driver has gone far enough and is traveling on the correct road. If he has not yet seen the business, what should he do to make the delivery? Explain your reasoning. Plzzz helpThe pilot of an airplane wishes to fly duenorth, but there is a 65-km>h wind blowing toward the east. (a) Inwhat direction relative to north should the pilot head her plane ifits speed relative to the air is 340 km>h? (b) Draw a vector diagramthat illustrates your result in part (a). (c) If the pilot decreases theair speed of the plane, but still wants to head due north, shouldthe angle found in part (a) be increased or decreased?
- A truck moves 20.0 km north, then 30.0 km in the direction 30o east of north, and then 40.0 km west. Determine the following: A. Total distance traveled by the truck B. Displacement vector of the truck C. Magnitude of displacement of the truck *Use the hint *I need a solution *There's a picture where your final answer should be the same as shownFind the vector sum of the following four displacements on a map: 60 mm north; 30 mm west; 40 mm at 60° west of north; 50 mm at 30° west of south. Solve (a) graphically and (b) algebraically.Explain how to find the range of a projectile projected horizontally from a top of a building with an initial velocity (make up your own initial velocity). First, use the kinematic formula for finding the time it takes to hit the target, delta y = (1/2) gt^2 . Then use the equation R = Vx * t to find the range. Explain please