A 0.1-kg particle has an initial velocity at time t1 = 0 [s] in the positive r-direction shown in the figure, and is subsequently acted upon by an external impulse. At time t2 = 0.75 [s], the particle has velocity vz in the direction shown. (Note: the figure indicates the directions of the velocities but not their relative magnitudes.) According to the coordinate system shown (where +x is to the right and +y is upward), select which total (net) impulse I, could have acted on the particle during the time interval t1 < t < t2. O I, = -3j [N•s] O I, = 3j [N•s] O I, = -3i [N•s] O I, = 3i [N•s]

Structural Analysis
6th Edition
ISBN:9781337630931
Author:KASSIMALI, Aslam.
Publisher:KASSIMALI, Aslam.
Chapter2: Loads On Structures
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AY
V2
Vị
Time t1
Time t2
A 0.1-kg particle has an initial velocity at time t1 = 0 [s] in the positive x-direction shown in the figure, and
is subsequently acted upon by an external impulse. At time t2 = 0.75 [s], the particle has velocity v2 in the
direction shown. (Note: the figure indicates the directions of the velocities but not their relative
magnitudes.)
According to the coordinate system shown (where +x is to the right and +y is upward), select which total
(net) impulse I, could have acted on the particle during the time interval t1 <t < t2.
-3j [N-s]
O I, = 3j [N•s]
O I, = -3i [N•s]
O I, = 3i [N•s]
Transcribed Image Text:No written work is submitted to Gradescope for this problem. You have one attempt to select the true statement. No partial credit possible. AY V2 Vị Time t1 Time t2 A 0.1-kg particle has an initial velocity at time t1 = 0 [s] in the positive x-direction shown in the figure, and is subsequently acted upon by an external impulse. At time t2 = 0.75 [s], the particle has velocity v2 in the direction shown. (Note: the figure indicates the directions of the velocities but not their relative magnitudes.) According to the coordinate system shown (where +x is to the right and +y is upward), select which total (net) impulse I, could have acted on the particle during the time interval t1 <t < t2. -3j [N-s] O I, = 3j [N•s] O I, = -3i [N•s] O I, = 3i [N•s]
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