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Mrs. Jones, your elderly neighbour, is thinking about having an evaporative air conditioner installed. She calls you and asks you to explain how they work. Explain how an evaporative air conditioner works. She tells you that her flat is 100 square meters and that the ceilings are 3 meters high. She is concerned that the air conditioner will use too much water and so be too expensive. Calculate the amount of water it will take to cool the air in Mrs. Jones' flat from 30 oC to 20 oC. You can assume for the sake of the argument that the air in the flat is not being heated at the same time that it is being cooled. This means that the amount of water you determine is obviously a lower limit.
The following table of grades definition is taken from a Students' handbook and it defines the scale of the final grades in a Post Graduate program.
Find the Laplace transform of sin(2t). From the table of Laplace transforms, the Laplace transform of sin(2t) is
An irrigation scheme is fed from a river via a diversion channel. The irrigation channel is 2 m wide and is constructed of concrete with an estimated value of 0.019 for the Manning n. The bed slope is 0.0025.
Determine a network of streets to connect the 6 areas with minimum length, and indicate the total streets (in thousands of feet) needed using the method we have seen in class (without using any optimization software).
2 tiny conducting balls of identical mass (m), and identical charge (q), hang from separate nonconducting threads of length, L. the threads are hanging from the same point such that a triangle is formed.
Describe the different type of taxes and their rates in Spokane WA.
Construct a program where inputs: the coefficients (a1, a2, a3, a4, a6) of an elliptic curve E : y 2 + a1xy + a3y = x 3 + a2x 2 + a4x + a6 and an integer n. The output Δ (discriminant of E) mod n and the j invariant of E mod n.
Discuss how you would proceed if you had to determine to introduce a new product or not. Include the appropriate statistical testing.
1. let a 1 2 3 n.a how many relations on a are both symmetric and antisymmetric?b if r is a relation on a that is
Consider the differential equation for mass-spring-damper system as shown: d2x/dt2 + 2γ(dx/dt) + k2x = 0. Write the second order ODE as a system of first order ODEs
Snoopy and Snert hate each others guts. Therefore, either Snoopy can be on the team, Snert can be on the team, or neither of them can be on the team. However, both of them can not be on the team. Formulate the integer LP problem to determine whic..
1. Solve the following linear programming problem using the corner point method:
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