A car is traveling at 30mph north-northeast (60 degrees north of east). How far north has the car driven when it has driven 62 miles east?
A car is traveling at 30mph north-northeast (60 degrees north of east). How far north has...
Car mass m1 is traveling due east at 45 mph and car with mass m2 is traveling due north. After they collide they stick together and travel at the 29 mph at 39 degrees North of East. What is the original speed of car traveling north?
1. A car travels 30 miles north, then 10 miles east. The displacement vector is X miles north, Y miles east. A) What is X? B) What is Y? 2. A car travels 30 miles north, then 10 miles east, then 20 miles west, then 2 miles south. The displacement vector is X miles north, Y miles east. A) What is X? B) What is Y? (beware of signs) 3. A car travels 30 miles northwest. The displacement vector is...
1. A car makes the following displacements: A) 100 miles East, then B) 60 miles 20 degrees East of North, then 50 miles 10 degrees South of West. Calculate the vector sum of these displacements. Fully present this information with a drawing showing all relevant distances and angles. How do I draw this? Want to check my work
If an airplane travels 19.0° north of east for 243 km, how far east and how far north did it travel? In other words, what are the magnitudes of the east component and north component of the plane's displacement? (a) east component km (b) north component km
If an airplane travels 48.0° north of east for 251 km, how far east and how far north did it travel? In other words, what are the magnitudes of the east component and north component of the plane's displacement?
Jeff walks 8 km North and then 5 km in a direction of 60 degrees East of North. Find his displacement (straight line distance) from his starting point. Note that on an X-Y graph, North is in the +Y direction (90 degrees CCW from the +X axis) and 60 degrees East of North is at +30 degrees on the X-Y graph.
A 900-kg car traveling east at 15.0 m/s collides with a 750-kg car traveling north at 20.0 m/s. The cars stick together. Assume that any other unbalanced forces are negligible. a. What is the speed of the wreckage just after the collision? b. In what direction does the wreckage move just after the collision? c. How much kinetic energy is lost in this collision.
a hiker walks 5km due north and then 2km due east, what direction and how far should he hike to return back ? Now the same hiker continues his journey 3km due north then 4km at an angle 30 degrees south of east and then finally 5km at an angle 45 degrees north of west and wants to return to his starting point. Now what direction and how far should he travel in ?
A person walks 21.0° north of east for 2.70 km. How far due north and how far due east would she have to walk to arrive at the same location? north km east km
A person walks 17.0° north of east for 3.50 km. How far due north and how far due east would she have to walk to arrive at the same location? north km east km