College Physics
11th Edition
ISBN: 9781305952300
Author: Raymond A. Serway, Chris Vuille
Publisher: Cengage Learning
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Given data:
- The angle made by boat is .
- Velocity of boat with respect to the river is .
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- A swimmer swims across a river at a velocity of 0.8 ms-1 in a direction perpendicular to the river banks. The water flows down the river at 0.6 ms-1. Find the resultant velocity of the swimmer and the direction.arrow_forward4. Swims across Lake Erie are officially sanctioned by the Lake Erie Open Water Swimming Association. Your friend on the swim team wants to swim across the lake. The plan is that your friend will swim to Presque Isle starting at a location at Long Point, Ontario which is 24 miles due north of Presque Isle. You will be navigating a boat with a GPS. Your friend can maintain a speed of 1.80 mph in still water. All during the swim you observe that objects drifting in the water are moving at 0.70 mph to the east due to the current. a. What bearing should you maintain? That is what direction should you point the boat to reach Presque Isle? Give your answer relative to a compass direction (i.e., 30° north of west). Hint, you want your net velocity vector to be straight south. b. How long did it take your friend to swim across Lake Erie? c. What is the addition amount of time that your friend will need to swim compared to if there was no current (assume your friend swims at a constant rate)?arrow_forwardFind the x component of the vector described by "Ground control observes that the plane flies with speed 150 m/s at 40.0 degrees south of wesť"? Give your answer in m/s. Assume positive x points toward the east. Your Answer: Answer unitsarrow_forward
- 1. Draw a vector to represent each of the following physical quantities. Choose an appropriate coordinate system. a. A displacement of 40 km in the negative y-direction. b. A velocity of 30 m/s at 5° below the negative x-axis. C. An acceleration of 5 m/s² due east. d. A force of 30 N at 15° south of west.arrow_forwardA pickup truck weighing 2500 kg travels at a constant speed of 19m/s around a circular track. The diameter of the circular track is 59m. What is the magnitude of the acceleration of the truck? Please write the answer in one decimal placearrow_forwardThe airspeed of an airplane is 950 km/hr (headed 35° West of South). The plane sets out for a destination 1910 km to the South. The plane arrives at the destination in 1.50 h. Pug a) b) What is the velocity of the plane relative to the ground? What is the wind speed?arrow_forward
- Joanna travels north 5 miles and then goes west 3 miles before coming straight back south 2 miles. What is her displacement?arrow_forwardA ship is traveling at 32 km/h in the South Atlantic, 30 degrees N of W, when it meets a wind with an average speed of 17 km/h moving in the direction of 20 degrees E. A ship passenger wishes to ascertain the ship's resulting velocity. Assist him by solving for the vector resultant using the component technique and filling in the spaces below.arrow_forwardDynamics Help! If a baseball player throws a ball a horizontal distance of 100 m in 4 seconds at 45° latitude, by how much is it deflected laterally if he throws toward the east? a) Starting from the appropriate component either du/dt, dv/dt, or dw/dt find an expression for v (no numbers just the variables) b) Find an expression for y (again no numbers, find the equation c) Calculate the actual meridional deflection using the appropriate numbers given in the problem and explain or describe in words what this number means (specific direction)arrow_forward
- After losing control, a hot air balloon is adrift on the wind, and travels north for 4.1 km. the wind shifts and blows the balloon south for 10.8 km. After one more shift, it blows North for another 11.1 km. What is the magnitude of the resulatant displacement of the hot air balloon?arrow_forwardThe nose of an ultralight plane is pointed south, and its airspeed indicator shows 27 m/s . The plane is in a 16 m/s wind blowing toward the southwest relative to the earth. 1) Letting x be east and y be north, find the components of Vp/E (the velocity of the plane relative to the earth). 2) Find the magnitude of Vp/E 3) Find the direction of Vp/Earrow_forward
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