A. Consider a plane traveling with a velocity of 100 km/hr, South that encounters a side wind of 25 km/hr, West. Now what would the resulting velocity of the plane be?
B. Suppose that a river is moving with a velocity of 3 m/s, North and a motorboat is moving with a velocity of 4 m/s, East. What would be the velocity of the motorboat?


A. Consider a plane traveling with a velocity of 100 km/hr, South that encounters a side...
An airplane is traveling at 225m/s at 45.0 south of west. The plane then encounters a strong wind blowing at 50.0 m/s at 20.0 east of north. a.) What is the resultant velocity? b.) Estimate the answer using graphical addition of vectors. c.) Calculate the answer using component addiction of vectors.
TEST REVIEW (Show all work, including formula and units for full credit.) a) A plane has a speed of 550 km/h west relative to the air. A wind blows 35 km/h east relative to the ground. What is the plane’s speed and direction relative to the ground? b) A motorboat heads due west at 18 m/s relative to a river that flows due north at 4.0 m/s. What is the velocity (both magnitude and direction) of the motorboat relative to...
A CESSNA Citation attains an airspeed of 640 km/hr. The plane sets out for a destination 1120 km to the north (a 0° course) but discovers that the plane must be headed 20° east of north to fly there directly. The plane arrives in 2.00 h. a) What is the wind speed? b) What is the direction of the wind? Give your answer in ° where North = 0°, East = 90°, South = 180°, and West = 270°.
You are on an airplane traveling 30° south of due west at 100 m/s with respect to the air. The air is moving with a speed 36 m/s with respect to the ground due north. 1) What is the speed of the plane with respect to the ground? 87.73 m/s Submit Help 2) What is the heading of the plane with respect to the ground? (Let 0° represent due north, 90 represents due east). 74.5 East of due North Submit...
Plane Ride 72311 You are traveling on an airplane. The velocity of the plane with respect to the air is 100 m/s due east. The velocity of the air with respect to the ground is 35 m/s at an angle of 30' west of due north. 1) What is the speed of the plane with respect to the ground? 86.72 m/s Submit Your submissions: 86.72 Computed value: 86.72 Feedback: Correct! Submitted: Thursday, September 19 at 6:59 PM 2) What is...
A plane is initially 350 km away from Louisville in the direction 30.0◦ north of west traveling due south at a speed of 160 km/hr. Three hours later, the plane is 190 km due south of Louisville traveling at a speed of 150 km/hr in the direction 40.0◦ north of east. (a) (10 points) Draw the vector diagram you would use to calculate the average velocity. (b) What is the average velocity (including magnitude and direction)? (c) Draw the vector...
1. A plane is initially 350 km away from Louisville in the direction 30.0◦ north of west traveling due south at a speed of 160 km/hr. Three hours later, the plane is 190 km due south of Louisville traveling at a speed of 150 km/hr in the direction 40.0◦ north of east. (a) Draw the vector diagram you would use to calculate the average velocity. Make sure you label all your vectors and clearly indicate their direction. (b) What is...
11. What proper angle corresponds to the following directions? a.) 20 degrees south of east. b.) 52 degrees east of north. c.) 56 degrees west of south. 12. If a boat is traveling 65 north at 6 km/hr relative to a river flowing east at 11 km/hr... a.) How long would it take to cross the river ? b.) How far down stream would the boat be relative it's starting point?
A horizontal square loop of I m2area with sides aligned in north-south and east-west directions moves horizontally north at 30 m/s velocity. It encounters a vertical, east-west wall of uniform magnetic field 100 m wide. Magnetic field in the wall is 104 teslas strong and points east and 45° up. Plot EMF induced in the loop
A horizontal square loop of I m2area with sides aligned in north-south and east-west directions moves horizontally north at 30 m/s velocity. It encounters...
1) A bicyclist is traveling at 25 km/hr when he encounters a 90 m hill. Neglecting road and wind resistance: a) If the hill is going up, what vertical elevation could the cyclist achieve without pedaling? b) If the hill is going down, what speed would the bicyclist achieve without pedaling?