5. If the marble is launched with the launch speed vo but at an initial angle of 0, what would be the expression of Vo in terms of horizontal displacement x and vertical displacement y? Hint: y = (vo sine) t - 12 gt² and replace t using x = (vo cose) t.

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if the marble is launched with the launch speed V_{o} but at an initial angle of , what would be the expression of v_{0} in terms of horizontal displacement x and vertical displacement y? Hint: y = (v_{0} * sin theta) * t - 1/2 * q * t ^ 2 and replace t using x = (v_{0} * cos theta) t .

(See Instructions)
Height of the table (top surface) y = 0.76 m.
Get the data for the "t" and "x" columns and proceed to
analysis (below the table) to fill in the rest of the table.
Trial
1
Trial
2
Trial
3
Trial
4
Trial
5
0.446
0.410
0.421
0.399
0.431
t
0.508
0.711
0.863
0.558
0.838
X
1.139
1.734
2.049
1.398
1.944
0
1.20 1.25 1.30 1.35 1.40 1.45 1.50 1.55 1.60 1.65 1.70
Time (s)
Vo (using
x/t)
1.29
1.8
2.19
1.46
2.127
Vo (using
√(gx²/2y))
Transcribed Image Text:(See Instructions) Height of the table (top surface) y = 0.76 m. Get the data for the "t" and "x" columns and proceed to analysis (below the table) to fill in the rest of the table. Trial 1 Trial 2 Trial 3 Trial 4 Trial 5 0.446 0.410 0.421 0.399 0.431 t 0.508 0.711 0.863 0.558 0.838 X 1.139 1.734 2.049 1.398 1.944 0 1.20 1.25 1.30 1.35 1.40 1.45 1.50 1.55 1.60 1.65 1.70 Time (s) Vo (using x/t) 1.29 1.8 2.19 1.46 2.127 Vo (using √(gx²/2y))
5. If the marble is launched with the launch speed vo but at an
initial angle of 0, what would be the expression of v, in terms
of horizontal displacement x and vertical displacement y?
Hint: y = (vo sine) t - ½ gt² and replace t using x = (v₁ cose) t.
Transcribed Image Text:5. If the marble is launched with the launch speed vo but at an initial angle of 0, what would be the expression of v, in terms of horizontal displacement x and vertical displacement y? Hint: y = (vo sine) t - ½ gt² and replace t using x = (v₁ cose) t.
Expert Solution
Step 1: Given data

Initial speed of a projectile is v subscript 0.

The launch angle is theta.

Note:

fraction numerator sin open parentheses x close parentheses over denominator cos open parentheses x close parentheses end fraction equals tan open parentheses x close parentheses

Find:

Expression for initial speed v subscript 0 in terms of horizontal and vertical displacement.

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