2 ft V=15 ft/s
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A: For solution refer below images.
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- Find the Following: 1.Keq 2. Ceq 3. Natural angular velocityWhat is the weight of a 0.5 slug traveling at 35 ft/s?A particle moves in a circle with a diameter of 120 cm. If its linear velocity is given by v = 4.5t where v is in mps and t is in s, find the radial, tangential and the resultant acceleration of the particle.
- When a cyclist is riding west at 20 Km/hr, he feels it is raining at an angle of 450 with thevertical. When he rides at 15km/hr, he feels it is raining at n angle of 300 with the vertical.What is the velocity of the rain?3. An engineer is designing the runway for an airport. Of the planes that will use theairport, the lowest acceleration rate is likely to be 3 m/s2. The takeoff speed forthis plane will be 65 m/s. Assuming this minimum acceleration, what is the minimum allowed length for the runway?In a rotating body, when a body rotates with the angular velocity of 50 rad/sec, Calculate the speed of the rotating body in revolutions/minute
- When a particle travels in a uniform circular motion, all the following stay constant excluding: A)Radius B)Acceleration C)Speed D)VelocityThe equation of a particle in SHM is y= 5 sin [πt + π/3]Calculate i. Amplitudeii. Periodiii. Maximum Velocityiv. Velocity after 1 second in the y axisThe function for accelerationLet's assume the rocket has a rest length of 57 m and the hangar has a rest length of 51 m. Additionally, assume the relative velocity between H & R (the speed they see the other moving at) is 0.61c. How long is the rocket according to H?Rocket length according to H = How long is the hangar according to R?Hangar length according to R =