Frequency of the oscillator and the period of motion
A vertical spring oscillator having mass m = 3.00 kg and spring constant k = 200 N/m is in simple harmonic motion. Compute (i) the frequency of the oscillator; (ii) the period of the motion; (iii) the angular velocity.
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Determine all values of x0 for which sequence x0,x1,... will converge to 0 using Newton's method. Illustrate how you found the values and why you believe this is all of values.
Supposing the can to be a cylinder having a height of 10 and a diameter of 6.1, determine the total inward force applied on the vertical sides of the can due to the atmospheric pressure.
X rays having a wavelength of 0.15 undergo first-order diffraction from a crystal at a 64 angle of incidence. Find out the angle of second-order diffraction?
(i) Determine the equivalent capacitance, and the energy contained in this equivalent capacitor. (ii) Determine the energy stored in each and every individual capacitor.
Determine and draw equilibrium points and nullclines, and find directions of vector vield between nullclines. Find stability of equilibrium points, and draw phase portrait of system.
A square loop of wire of 1.70 cm x 1.70 cm with resistance 1.30 × 10-2 consists of one edge parallel to the long straight wire. The near edge of the loop is 1.20 cm from the wire. The current in the wire is raising at the rate of 130A/s. Dete
A random variable follows a binomial distribution with a probability of success equal to .45. For n=11, find:
The lift employed in an automotive garage comprises of a pump applying a constant pressure of 120 kpa. (kilopascal) on a hydraulic reservoir. The output piston joined to the lift consists of a diameter of 30.0 cm. Determine the maximum force which
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