The drawing shows two cars traveling in different directions with different speeds. Their velocities are: VAG = velocity of car A relative to the Ground = 27.3 m/s, due east VBG = velocity of car B relative to the Ground = 21.0 m/s, due north The driver of car B looks out the window and sees car A. What is the velocity (magnitude and direction) of car A as observed by the driver of car B? In other words, what is the velocity VAB of car A relative to car B? North Car A VAG VBG Car B East

The drawing shows two cars traveling in different directions with different speeds. Their velocities are: VAG = velocity of car A relative to the Ground = 27.3 m/s, due east VBG = velocity of car B relative to the Ground = 21.0 m/s, due north The driver of car B looks out the window and sees car A. What is the velocity (magnitude and direction) of car A as observed by the driver of car B? In other words, what is the velocity VAB of car A relative to car B? North Car A VAG VBG Car B East

Physics for Scientists and Engineers with Modern Physics

10th Edition

ISBN:9781337553292

Author:Raymond A. Serway, John W. Jewett

Publisher:Raymond A. Serway, John W. Jewett

Chapter3: Vectors

Section: Chapter Questions

Problem 35AP: A person going for a walk follows the path shown in Figure P3.35. The total trip consists of four...

See similar textbooks

Similar questions

A velocity can be negative based on your coordinate system. Is it possible to have a negative speed? Why/why not?
Two cars, one going due West at the rate of 100 km/hr and the other goingNorth at the rate of 70 km/hr, are traveling toward the intersection of the tworoads. At what rate are the cars approaching each other at the instant when thefirst car is0.3 km and the second car is 0.2 km from the intersection?
A squirrel has x- and y- coordinates (-2.0 m, 4.2 m) at time t1 = 0 and coordinates (4.4 m, -1.8 m) at t2 = 4.0s. What is the average velocity (magnitude and direction) of the squirrel in this time interval? %3D O 3.1 m/s, 43° south of east O 2.2 m/s, 47° south of east O 2.2 m/s, 43° south of east 0.60 m/s, 45° south of east 3.1 m/s, 47° south of east O 0.85 m/s, 45° north of east 1.2 m/s , 45° south of east
At t = 0, particle A is seen 38 m West of an origin 0 having a 10 m/s Easterly velocity and speeding up @ 2 m/s every second. At t = 0 s, particle B is seen 6 m East of the origin having a 12 m/s Westerly velocity and slowing down @ 2 m/s every second. a) Fill in the table for each particle using the coordinate shown of +x (East) Хо Vo a b) At what time tį do they meet? t= .
Chapter 02, Problem 10 In reaching her destination, a backpacker walks with an average velocity of 1.26 m/s, due west. This average velocity results, because she hikes for 6.62 km with an average velocity of 2.54 m/s due west, turns around, and hikes with an average velocity of 0.381 m/s due east. How far east did she walk (in kilometers)? dw VE West East dɛ Number Units the tolerance is +/-2% Click if you would like to Show Work for this question: Open Show Work
Kevin flies (in his private jet) from Los Angeles (LA) to San Francisco (SF), a distance of 450 miles, in 3 hours. He flies back in 2-7/19 hours. If the wind is blowing from the north at a steady rate during both flights, find the velocity of the wind.Answer=20mph
EXE A bus makes a trip according to the position-time graph shown in the drawing. What is the average velocity (magnitude and direction) of the bus during (a) segment A. (b) segment B. and (c) segment C? Express your answers in km/h. 50.0 (A) Number (by Number Number Pater m | +40.0 +30.0 +200 +100 Units Units 05 10 15/ 2.05 26 Time (
Current Attempt in Progress In reaching her destination, a backpacker walks with an average velocity of 1.41 m/s, due west. This average velocity results, because she hikes for 6.94 km with an average velocity of 2.42 m/s due west, turns around, and hikes with an average velocity of 0.638 m/s due east. How far east did she walk (in kilometers)? VW 71 Number i West Units dw VE East dE
The drawing shows two cars traveling in different directions with different speeds. Their velocities are: VAG = velocity of car A relative to the Ground = 32.4 m/s, due east VBG = velocity of car B relative to the Ground = 21.0 m/s, due north The driver of car B looks out the window and sees car A. What is the velocity (magnitude and direction) of car A as observed by the driver of car B? In other words, what is the velocity VAB of car A relative to car B? North VBG Car B VAG East Car A (a) The magnitude VAB of the velocity of car A relative to car B is VAB = Number i Units (b) The angle that the velocity VAB makes with respect to due east is
16. The drawing shows two cars traveling in different directions with different speeds. Their velocities are: VaG = velocity of car A relative to the Ground = 27.0 m/s, due east VaG = velocity of car B relative to the Ground = 21.0 m/s, due north The passenger of car B looks out the window and sees car A. What is the velocity (magnitude and direction) of car A as observed by the passenger of car B? In other words, what is the velocity Van of car A relative to car B? Give the directional angle of Van with respect to due east. North BG Car B East Car A
An airplane is flying 390 m/s due west at one moment and 450m/s due north 10.0 s later. Findthe plane’s average acceleration during that time. Express the average acceleration (A) in unitvector notation and then (B) magnitude angle form. Be sure to define your coordinate system.
help