What Is the Direction of a Glass's Velocity as It Hits the Ground?

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SUMMARY

The discussion focuses on the physics of a glass sliding off a table and its velocity upon impact with the ground. The initial horizontal velocity (vxi) of the glass was calculated to be 3.65 m/s. The correct angle of the glass's velocity as it hits the ground is 48.3 degrees clockwise from the horizontal, determined by calculating the x and y components of the velocity just before impact. The error in the initial calculation stemmed from not properly resolving the velocity components.

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A glass is slid across a table, goes off the edge and falls to the floor. The table is 0.860m high and the glass lands 1.53m from the edge.
a) With what velocity did the glass leave the table?

I found this to be vxi=3.65

b)What was the directionof the glass's velocity (degrees clockwise from the horizontal) as it hit the ground?

I used the equation t-1(0.860/1.53) =29.3 but the correct answer is 48.3

What did I do wrong?
 
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You need to find the x and y components of the velocity just before the glass hots the floor and calculate the angle from that.
 

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