In lab you roll a marble off the edge of your table, and it goes flying through the air until it hits the floor 2.0 m out on the floor from below the launch point. (That's distance along the floor from just below where the marble became airborne to the point on the floor where it landed.) The table is level, so the marble is moving horizontally when it first becomes airborne. If the marble exited the table at 4.0 m/s … i) How long was the marble airborne?

In lab you roll a marble off the edge of your table, and it goes flying through the air until it hits the floor 2.0 m out on the floor from below the launch point. (That's distance along the floor from just below where the marble became airborne to the point on the floor where it landed.) The table is level, so the marble is moving horizontally when it first becomes airborne. If the marble exited the table at 4.0 m/s … i) How long was the marble airborne?

Name: In lab you roll a marble off the edge of your table, and it goes flyin
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Description: In lab you roll a marble off the edge of your table, and it goes flying through the air until it hits the floor 2.0 m out on the floor from below the launch point. (That's distance along the floor from just below where the marble became airborne to

Principles of Physics: A Calculus-Based Text

5th Edition

ISBN:9781133104261

Author:Raymond A. Serway, John W. Jewett

Publisher:Raymond A. Serway, John W. Jewett

Chapter3: Motion In Two Dimensions

Section: Chapter Questions

Problem 56P: A person standing at the top of a hemispherical rock of radius R kicks a ball (initially at rest on...

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PROBLEM:In a basketball tournament, a tall player shoots the ball so that it leaves his hands at an initial speed of 35.0m/s and with an estimated an angle of 50.1o. Neglect the height of the basketball player, a. Determine the location of the ball and its velocity (magnitude and direction) at t = 2.00s.b. Determine the time when the ball reaches the highest point of its path and its vertical distance at that time.c. Determine the range from initial point to its final position.