Arm ABCD is printed at B and undergoes reciprocating motion such that = (0.3 sin 4t) rad, where t is measured in seconds and the argument for the sine is in radiaus. Determine the largest speed of point A during the motion and the magnitude of the acceleration of point D at this instant.

vAmax = 0.0600 m/s, aD = 1.002 m/s2

vAmax = 0.300 m/s, aD = 0.960 m/s2

vAmax = 0.0600 m/s, aD = 0.916 m/s2

vAmax = 0.300 m/s, aD = 0.288 m/s2

Arm ABCD is printed at B and undergoes reciprocating motion such that

1.	Arm ABCD is printed at B and undergoes reciprocating motion such that = (0.3 sin 4t) rad, where t is measured in seconds and the argument for the sine is in radiaus. Determine the largest speed of point A during the motion and the magnitude of the acceleration of point D at this instant.
A.	vAmax = 0.0600 m/s, aD = 1.002 m/s2
B.	vAmax = 0.300 m/s, aD = 0.960 m/s2
C.	vAmax = 0.0600 m/s, aD = 0.916 m/s2
D.	vAmax = 0.300 m/s, aD = 0.288 m/s2
Answer» E.

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Arm ABCD is printed at B and undergoes reciprocating motion such that = (0.3 sin 4t) rad, where t is measured in seconds and the argument for the sine is in radiaus. Determine the largest speed of point A during the motion and the magnitude of the acceleration of point D at this instant.

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