Draw polynomial follower motion with asymmetrical rise-fall
Design a polynomial follower motion with asymmetrical rise-fall, single dwell, and find peak velocity (m/s), acceleration (m/s2) and jerk (m/s3). Specification: rise 20mm in 60 degree and fall 20mm in 130 degree. Cam speed = 10 rad/s
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Box 1 contains 1000 bulbs of which 10% are defective. Box 2 contains 2000 bulbs of which 5% are defective. Two bulbs are picked from a randomly selected box. Find the probability that both bulbs are defective.
The dees are between the poles of an electromagnet where the field has a magnitude of 0.390 T. (a) Find the cyclotron frequency.
A solution is prepared that initially contains 0.10 M Ag+(aq) and 0.80 M NH3 (aq). The Kf for the formation of Ag(NH3)2+(aq) is 1.7 x 10^7. Write the equilibrium equation that represents the formation of this complex ion.
The researchers also examined the effect of wine consumption on how tired men felt before & after lunch. Tiredness ratings indicated a significant main effect of: time, a main wine consumption, and a significant time by wine consumption intera
Design a polynomial follower motion with asymmetrical rise-fall, single dwell, and find peak velocity (m/s), acceleration (m/s2) and jerk (m/s3).
Assuming one buys exactly one ticket from each lottery, which one has the greatest probability of a win AND what is this probability?
Plot pressure angle as a function of cam rotation angle (0 to 120 degree, 5 degree interval) when 1) prime circle diameter is 45mm.
The pressure in the air above the two tubes is now increased from 1.00 atm to 2.00 atm. In which tube does this cause the greatest pressure increase at the bottom of the tube?
What is the probability that exactly half of the beech trees in the sample will be so damaged? What is the probability that two or more beech trees in the sample will be so damaged?
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