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A large flask with a volume of 936 mL is evacuated and found to have a mass of 134.66 g. It is then filled to a pressure of 0.967 atm at 31 °C with a gas of unknown molar mass and then reweighed to give a new mass of 136.41 g. What is the molar mass of this gas?
Danielle makes the following conjecture: When you add three consecutive numbers, your answer is always a multiple of 3. Use deductive reasoning to prove that Danielle's conjecture is true for all integers
An estimated 8% of men and O.5% of women are colorblind. If a colorblind person is selected at random, what is the probability that the person is a man?
Find the curve that passes through the points (3, 2) and has the property that if the tangent line is drawn at any point P on the curve, then the part of the tangent line that lies in the first quadrant is bisected at P.
suppose a function f is conjugate to a function g by the homeomorphism h. show that g is conjugate to f by the homeomorphism h-inverse. Use the fact that h-inverse is a homeomorphism whenever h is.
Find the area of the surface generated by revoving the curves about the indicated axis. x= sin t, y= 3+ cos t, 0
Explain why the system has a unique solution.
Using the event-scheduling approach, continue the (manual) checkout-counter simulation in Example. Use the same interarrival and service times.
After, you have completed all of Unit 2, select only one of the following statements and discuss its veracity. 1. An equation that has an infinite number of solutions is an identity.
Thirty samples of 100 items each were inspected at the Rummy Candy Company and 150 items were found to be defective.
Below is the graph of f(x). For each of the given points determine the value of f(a) and lim x→af(x) . If any of the quantities do not exist clearly explain why.
Records maintained by the office of budget in a particular state indicate that the amount of time elapsed between the submission of travel vouchers and the final reimbursement of funds has approximately a normal mean of 39 days and a population st..
A dart is thrown at a dartboard like the one below. If the dart can land anywhere on the board, find the probability that it lands in a trapezoid or a blue region.
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