Can I have an answer for this one, please? Consider a race car colliding with the track wall (see figure above). Just before the collision,the car (with the driver) is traveling at a speed vo = 68m/s along the straight line with an200 from the wall. After the collision, the car is travelling at a speed ofangle of 01v = 41m/s at an angle of 021542 kg. Calculate the impulse (in kg m/s) due to the collision.|3|-13° from the wall. The total mass of the car and its driver is--

Given data: Speed before collision, v0=68 m/s with angle θ1=200 Speed after collision, v=41 m/s with…

02 Consider a race car colliding with the track wall (see figure above). Just before the collision, the car (with the driver) is traveling at a speed vo = 68m/s along the straight line with an angle of 01 41m/s at an angle of 02 1542 kg. Calculate the impulse (in kg m/s) due to the collision. 200 from the wall. After the collision, the car is travelling at a speed of -13° from the wall. The total mass of the car and its driver is

02 Consider a race car colliding with the track wall (see figure above). Just before the collision, the car (with the driver) is traveling at a speed vo = 68m/s along the straight line with an angle of 01 41m/s at an angle of 02 1542 kg. Calculate the impulse (in kg m/s) due to the collision. 200 from the wall. After the collision, the car is travelling at a speed of -13° from the wall. The total mass of the car and its driver is

College Physics

11th Edition

ISBN:9781305952300

Author:Raymond A. Serway, Chris Vuille

Publisher:Raymond A. Serway, Chris Vuille

Chapter1: Units, Trigonometry. And Vectors

Section: Chapter Questions

Problem 1CQ: Estimate the order of magnitude of the length, in meters, of each of the following; (a) a mouse, (b)...

See similar textbooks

Similar questions

Course: MathematicsHow many KILOMETERS (km) will a ship sail 14 hours a day for 3 weeks at a speed of 3 miles per hour? [Help: a nautical mile is 1,852 meters (m)].
Please give answer.
How do you determine the values to put in 'm'?
The electrical power, P (in watts), transformed by an electrical appliance is given by P = f(i) = 9i2 , where i is the electrical current flowing through the appliance, in amps. Find f(10) and f'(10), and interpret them in the context of this problem.
Evaluate and express answer in 3 sigfigs 1.(9×10⁵)(2×10³) 2.(3×10^-4)(8×10¹⁵) 3.(2×10^-22)(7×10^-6)
Please show complete solution. Thanks
2) Rewrite the following expression in proper scientific notation as in the example on page 1. Note that here you also have to take care of the number of significant digits. ((140.88)(18.775)(60110)(7.76))/((0.00024)(401×10^8)(88.0))= 3) Solve the above expression using your calculator. Round your answer to the appropriate number of significant digits. Explain how you round it.
Using your values for 7, calculate the average period Ibar (I) and its standard error. How does the error on the average period /bar (T) compares to the errors on the periods, I? What can you do to reduce the uncertainty on /bar (T)? What can you do to reduce the uncertainty on 7 ? Peried Trial T AT 4 141 $ 10.69 +α-0.5 2 10.60 + or -0.5 2 10.40 +α-0.5 10.43 +α-0.5 S 10.37 + or -0.5 Using your values for T, calculate the average period 7 and its standard error How does the error on the garage period compares to the errors on the periods, 7? What can you do to reduce the uncertainty on 7? What can you do to reduce the uncertainty on T7
unit for radius of gyration?
A scientist measures the distance to a mountain by shining a laser at a sensor held by her assistant, who is standing on the mountain. If the laser pulse is detected 3.2 x 10-5 seconds after it was emitted, calculate the distance between the scientist and the mountain in meters.