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Computer simulations of mismatched dice
1. Write a computer program to compute the probability distribution for the sum of two dice when each die has an arbitrary number of sides. Run your program for dice of four and six sides.
2. Modify the computer program you wrote for the previous problem to compute the probability distribution for the sum of three dice when each die has an arbitrary number of sides. Run your program once for all dice having six sides, and once for any combination you think is interesting.
Two standard gears have a diametral pitch of 12 and a velocity ratio of 7.0. The center distance is 8 in. Determine the number of teeth on each gear.
The hydraulic cylinder is connected to a pump that can give a maximum of 50 bar.
a flow of 4 kgs ammonia goes through a device in a polytropic process with an inlet state of 150 kpa -20degc and an
a thermodynamic cycle consist of i 1-2 constant pressure process with p11.4 bar v1 0.028 m3 w1210.5 kj ii 2-3
an airplane flies horizontally at 55.0 ms. its propellernbspdelivers 1500 n of thrust forward force to overcome
ENCOR1000: Design Exercise. A major upgrade of a mineral processing plant is underway, involving the design and construction of several new areas, including a materials handling depot. At one part of this depot, loaded trucks cross over a down-ram..
consider a large cubic ice block floating in seawater. the specific gravities of ice and seawater are 0.92 and 1.025
two streams of air mix together. the first stream state 1 has 4 kgs of air entering at 300k 1 bar. the second stream of
Two pounds of saturated water vapor at 400 F are condensed to saturated liquid in a piston-cylinder device. Calculate work done and heat transfer during this process, in Btu. Be sure to draw the process on a p-v diagram.
Determine the Young's modulus of elasticity for the tensile test data given. Assume that the sample has a circular cross section and the diameter is 2 cm. Use some rationale or clear criteria to establish the number of points selected. (Looks good..
Calculate the actual power transmitted to the second pulley and calculate the power which can be transmitted if the maximum tension in the belt is limited to half of the ultimate strength of the belt.
Determine the eigenvalues and eigenvectors for the following matrices:
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