The player threw the tool disc at a speed of (21,5 m / Sc) and the height of the starting point from the ground at the moment of throwing the disc was (2.14 m / Sc) and the starting angle at the moment of the disc exit was (39 degrees), find the total time (T total) that the disc took From the moment of its launch and exit from the palm of the aiming hand until it collides with the ground, and the maximum height the disc reaches in the air is zero (rise sign S, and the total horizontal distance with the level of the horizon and the ground and achieved achievement for the player, knowing that the cosine of the angle ((0.63) and the sine of the angle (0.78))
The player threw the tool disc at a speed of (21,5 m / Sc) and the height of the starting point from the ground at the moment of throwing the disc was (2.14 m / Sc) and the starting angle at the moment of the disc exit was (39 degrees), find the total time (T total) that the disc took From the moment of its launch and exit from the palm of the aiming hand until it collides with the ground, and the maximum height the disc reaches in the air is zero (rise sign S, and the total horizontal distance with the level of the horizon and the ground and achieved achievement for the player, knowing that the cosine of the angle ((0.63) and the sine of the angle (0.78))
University Physics Volume 1
18th Edition
ISBN:9781938168277
Author:William Moebs, Samuel J. Ling, Jeff Sanny
Publisher:William Moebs, Samuel J. Ling, Jeff Sanny
Chapter2: Vectors
Section: Chapter Questions
Problem 29P: A delivery man starts at the post office, chives 40 km north, then 20 km west, then 60 km northeast,...
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The player threw the tool disc at a speed of (21,5 m / Sc) and the height of the starting point from the ground at the moment of throwing the disc was (2.14 m / Sc) and the starting angle at the moment of the disc exit was (39 degrees), find the total time (T total) that the disc took From the moment of its launch and exit from the palm of the aiming hand until it collides with the ground, and the maximum height the disc reaches in the air is zero (rise sign S, and the total horizontal distance with the level of the horizon and the ground and achieved achievement for the player, knowing that the cosine of the angle ((0.63) and the sine of the angle (0.78))
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