Projectile Problem: Horizontal Velocity Analysis

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The discussion centers on the horizontal velocity component (Vx) of a projectile thrown off a cliff, emphasizing that the graph should depict Vx versus time. Participants clarify that since there is no horizontal acceleration, Vx remains constant, resulting in a horizontal line on the graph. The axes were initially mislabeled, but once corrected, it is confirmed that Vx stays the same regardless of time. This horizontal representation indicates that as time progresses, the velocity does not change. The key takeaway is that the graph accurately reflects the constant horizontal velocity of the projectile.
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The following graph (ATTACHED) represents the horizontal velocity component (Vx) verses time for a projectile thrown horizontally off a cliff. (Ignored Air resistance) .
But I thought that graph will be a 45 degree slope straight line , because Horizontal component of velocity of projectile remains constant because there is no acceleration in horizontal direction , then why graph is like that any idea please ? Thanks
 

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Shahab Mirza said:
The following graph (ATTACHED) represents the horizontal velocity component (Vx) verses time for a projectile thrown horizontally off a cliff. (Ignored Air resistance) .
Looks like the axes are mislabeled as Vy versus Vx. It should be Vx versus time. Because Vx is constant the graph will be a horizontal line, as shown.
 
Doc Al said:
Looks like the axes are mislabeled as Vy versus Vx. It should be Vx versus time. Because Vx is constant the graph will be a horizontal line, as shown.
ops sorry , it is VX versus time , yes now explain how graph is horizontal line ?
 
In this graph of Vx vs time, Vx is along y-axis and t is along x-axis, now the y-axis is cut on only one point, this signifies that its value will remain constant or same(equal to y coordinate of that point) even if time is increasing. Thats why it is represented as a horizontal line parallel to time axis. The graph line is increasing along the time axis only(horizontally) there is no vertical displacement in the graph line which signifies as time increases the y coordinate i.e Vx is same.
 
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