AJ8 jC =2.83kmtodW5. A hoverboard rider goes straight down Arkansas Avenue for 2 miles, then turns left andgoes straight for 3 miles, then turns right and goes 1 mile before stopping.Draw a diagram in part "a" to show the path the hoverboard rider took.こwasa. What DISTANCE did the rider go?b. What DISPLACEMENT did the riderZmihave at the end of the trip? (length anddirection)AD? AE2+BC2AD2 = 12+3SAD? =STO233MATEI0 forlW.o3 mi1o bns s3+2+1=16mi(distance)AD = 3.162AD=3.16mi

Answered: Image /qna-images/answer/0a04b769-b3a5-4bf6-af48-720c671c04bc.jpg

A hoverboard rider goes straight down Arkansas Avenue for 2 miles, then turns left and goes straight for 3 miles, then turns right and goes 1 mile before stopping. Draw a diagram in part "a" to show the path the hoverboard rider took. a. What DISTANCE did the rider go? b. What DISPLACEMENT did the rider have at the end of the trip? (length and direction) ADZ AF2+Bc? zmi wond

A hoverboard rider goes straight down Arkansas Avenue for 2 miles, then turns left and goes straight for 3 miles, then turns right and goes 1 mile before stopping. Draw a diagram in part "a" to show the path the hoverboard rider took. a. What DISTANCE did the rider go? b. What DISPLACEMENT did the rider have at the end of the trip? (length and direction) ADZ AF2+Bc? zmi wond

University Physics Volume 1

18th Edition

ISBN:9781938168277

Author:William Moebs, Samuel J. Ling, Jeff Sanny

Publisher:William Moebs, Samuel J. Ling, Jeff Sanny

Chapter4: Motion In Two And Three Dimensions

Section: Chapter Questions

Problem 24P: Clay Matthews, a linebacker for the Green Bay Packers, can reach a speed of 10.0 m/s. At the start...

See similar textbooks

Similar questions

Let's say you ride your bike from your house to your friend's house. To get there uou have to go 4.00 miles south, 8.00 miles west, then 6.00 miles north. This trip takes 32.5 minutes.a. What is your average speed for the trip in miles per minute? b. What is your average velocity for the trip in miles per minute?
In the Soapbox Derby, young participants build nonmotorized cars with very lowfriction wheels. Cars race by rolling down a hill. The track at Akron’s Derby Downs, where the national championship is held, begins with a 55-ft-long section tilted 13° below horizontal.a. What is the maximum possible acceleration of a car moving down this stretch of track?b. If a car starts from rest and undergoes this acceleration for the full 55 ft, what is its final speed in m/s?
A kangaroo can jump over an object 2.7 m high. a. Calculate its vertical speed when it leaves the ground, in meters per second. b. How many seconds is it in the air?
I need help with Q4. I can't figure out what equation I should use to find the velocity. I think it would be a combination of the velocity formulas for x and y but I'm not sure. My 4 simplified equations are: 1. Vxf = Vxi 2. (delta)x = Vxi * (delta)t 3. Vyf = 9.8 m/s^2 * (delta)t 4. (delta)y = 1/2(9.8 m/s^2) * (delta)t^2 For my data I have: (delta)y = 0.6604 meters (delta) t = 0.367 seconds I don't need the answer or a long explanation, I really just can't figure out what equation/formula I need to use to find "the velocity of your object as it rolls off the incline and enters free-fall."
The Nardo ring is a circular test track for cars. It has a circumference of 12.5 km. Cars travel around the track at a constant speed of 100 km/h. A car starts at the easternmost point of the ring and drives for 15 minutes at this speed.a. What distance, in km, does the car travel?b. What is the magnitude of the car’s displacement, in km, from its initial position?c. What is the speed of the car in m/s?
Gaetano shoots a basketball from a height of 6.5 ft with an initial vertical velocity of 17 ft/s. Write an equation to model the height, h, of the basketball t seconds after Gaetano shoots it. b. What is the maximum height the basketball reaches? If the hoop is 10ft high, how long does it take the ball to go through the hoop? a. С. acer DII % & 5 7 q e t р f k C V m
The vector position of a particle under constant acceleration is given by i = 9i + 1003 – 5ťj . where F is measured in meters, and t in seconds. a. Write an expression for the particle's velocity. b. What is the particle's position at t = 5s? c. What is the particle's velocity at t = 5s? d. What is the particle's acceleration at t = 5s
A stone is dropped from rest from the top of a high-rise. It takes △t = 2.6 s forit to reach the ground. a. What is the initial velocity, Vi, of the stone in m/s? b. What is the value of the magnitude of acceleration, in m/s^2?? c. Express the final velocity vf of a object travelling with an acceleration a for a time period △t which starts with an initial velocity vi. d. Calculate the magnitude of vf in m/s.e.Express the displacement △y of an object travelling with acceleration a during a time period △t that has an initial velocity vi.
stion A postman leaves the post office and drives 1.6 km in the north direction. He then drives in a direction 60.0° south of eact for 5.9 km (see Figure) North out of 60° East Post office What is his resultant displacement from the post office (in vector form)? O a. -3.51 mi + 2.95 mj Ob. 5.90 mi+ 1.60 mj Oc. 2.95 mi+-3.51 mj Od. None of the above O e. 1.35 mi- 5.11 mj
Seatwork Time! 1. On His way to the city, Cardo Dalisay travelled a path of 100 m North, 150 m E, 25m S, 75 m E, 175 m N, 200 m E and 75 m N. What ishthe total distance? How about the total Displacement? 2. What will be the total distance and displacement of Misha Marie in meters if she travelled 5km to the right and 2km to the left?
A stone is thrown vertically upward with an initial velocity of 3 m/sec from the top of a tall building. The stone strikes the ground 4 second later. a. What is the maximum height reached by the stone above the building? Ans. S = 0.459 m b. What is the height of the building? Ans. H = 66.331 m c. What is the velocity of the stone as it strikes the ground? Ans. V = 36.20 m/sec
Erza is running her wagon on straight road while chasing Natsu at 200.0 kph. After driving for some time, Erza approaches a curve causing her to tum 180.0 deg then drives straight again. Assume that the curved part of the roadis an arc of a circle with radius of 13.00 m. Speed is constant throughout the travel. A. What is the acceleration's magnitude, in m/s^2, 6.981 s after leaving the curve? B. What is the angular speed, in rpm, while on the curve?