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A driver of a car is driving around in circles with a diameter of 100 ft. The driver is traveling 20 mpg when he accidentally fires his 1500 pound thrust rocket. Assume that the tires have a coefficient of friction Us=0.8 and that the force applied by the engine and brakes are negligible. What is the maximum velocity that the car can achieve before the tires begin to slip? How long will it take to reach that velocity from the instant the rocket is fired?
an open brayton cycle engine operates with a compressor-pressure ratio of 6 an inlet temperature of 20 c and inlet
What of diameter of steel rod is required to support a tension load of 44.5kn?assume that the allowable stress for the steel is F=165n/mm.
the company you work for makes the casting for the rectangular pan 300 mm long x 200 mm wide x 60 mm deep with a 3 mm
an open belt drive connects two pulleys 1.2 and 0.5m diameter on parallel shafts 3.6m apart. the belt has a mass of
what will be the final temperature in the tank? how much work will be accomplished over the course of the entire process?
the 30 mg aircraft is climbing at the angle theta15 with a thrust t of 180 kn. at the instant shown its speed is 300
Find the stress in both members shown below and what steel specifications (types of steel) are suitable for structural applications?
two reversible refrigeration cycles operate in series. the first cycle receives energy by heat transfer from a cold
a cantilevered bar is 500 mm long with square cross section 25mm x 25 mm. three perpendicular forces are applied to its
Coefficient Reaction, The removal efficiency of a reactor tank is 73-percent and its residence time is 28.5s
The acceleration due to gravity at sea level is g = 9.81 m/s2 . What is the person"s weight at sea level? The acceleration due to gravity on the moon is g = 1.62 m/s2 . What would the person weigh on the moon?
the motion of a particle is defined by the position vector r=a(cos t + t sin t)i + A(sin t-t cos t)j, where t is expressed in seconds. Determine the values of t for which the position vector and acceleration are.
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