CWelcome to MyTCCXKPhysics 1 Chapter 2Problem 2.820Type here to searchContentYou shoot an arrow into the air. Two seconds later (2.00s) the arrow has gone straight upward to a height of 31.0m above its launch point.A Ahttps://session.masteringphysics.com/myct/itemView?assignment ProblemID=180595496#d+XIJCMastering Physics: Physics XC Lv0 = 25.3 m/sSubmitPart B✔ Correctt =Provide FeedbackHow long did it take for the arrow to first reach a height of 15.5 m above its launch point?SubmitPrevious Answers%VE ΑΣΦ℗ 2.7: Freely Falling Objects X 2.2: AveragRequest AnswerW0CY?S45°F Cle.

Answered: Image /qna-images/answer/e8592dd7-e24c-48e8-ada6-dcf2fa4f89b6.jpg

Answered: You shoot an arrow into the air. Two…

Similar questions

A ball falls from the roof of a building and takes 4 seconds to reach the ground. a) What is the height of the building?b) What is the magnitude of the speed with which it hits the ground?
1. A projectile remains in the air for 6.00 s after it is fired. The horizontal component of its velocity is 100 m/s. (a) How far did it move forward before it hit the ground? (b) How long after firing did it reach the highest point of its path? (c) What was the altitude of the highest point in its path?
H.W: An object is thrown horizontally at 20m/s from a cliff top 45m above sea level. Find (a)the time to land; (b)the angle at which it hits the water; (c)the speed at which it hits the water. Ans. (a)3.03s (b)Ø = -54.73 (c)35.79m/s
Please provide detailed explanation. Thank you
Water drops fall from the edge of a roof at a steady rate. A fifth drop starts to fall just as the first drop hits the ground. At this instant, the second and third drops are exactly at the bottom and top edges of a 1.50-m-tall window. How high is the edge of the roof?
Answer all parts of the question
Problem 12 Some troublemaking kids are dropping water balloons from the roof of your apartment building. You are in your fifth-floor room and your window is 25 m above the sidewalk outside. You look outside and see that each balloon hits the pavement 1.5 s after passing your window. Express answers using 2 significant figures. a) How fast are the balloons traveling when they pass your window? b) Assuming the balloons are being released from rest, from what height above your window are they being released? c) If you threw a balloon upwards from your window with an initial speed of 6.5 m/s, would you be able to get it to the roof?
Hello. I am working on a problem with motion. The questions asks me to calculate the maximum height (h1), total time (t2), and speed of a ball right before it hits the ground. The question states that A person is throwing a ball upward into the air with an initial speed Vo = 10m/s. Assume that the instant when the ball is released, the person's hand is at a height ho = 1.5m. The speed of the ball at its peak height is zero, and the question needs to be solved in ascending part and descending part. I don't understand how to solve for the maximum height. What is the correct formula to use and why? For other questions like this, I will be able to solve them if I know the formulas for the ascending of the ball and the descent of the ball as well as the explanation. Thank you. For the sake of the question, the ball is being thrown straight up.
If we wanted the balls final speed to be exactly 27.3m/s, from what height, hens (in meters), would we need to throw it with the same initial velocity?
I need help here please
A ball is thrown horizontally from the roof of a building 50.0 m tall and lands 45.0 m from the base. 1. How long does the ball travel in the air? 2. What was the ball's initial speed?
Mt. Asama, Japan, is an active volcano complex. In 2009, an eruption threw solid volcanic rocks that landed far from the crater. Suppose that one such rock was launched at an angle of θ = 57.6 degrees above horizontal, and landed a horizontal distance d = 880 m from the crater, and a vertical distance h = 940 m below the crater. a) what is the initial speed of the rock in m/s? b) how long in secs was the rock in the air?

SEE MORE QUESTIONS