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1. Find the equation of the plane tangent to the surface f(x,y,z) = √(x+yz) at the point (1,3,1).
2. Find the equation of the plane tangent to the surface xyz = In (2y + z) at the point (1,2,0).
Resistors R1, and R2, have resistances of 50.0 Ohms, and 10.0 Ohms. R1 and R2 are connected in series-parallel circuit. What is the total resistance in ohms?
A driver involved in an accident claims he was going only 42 MPH. When police tested his car, they found that when his brakes were applied at 42 MPH, the car skidded 160 feet before coming to a stop.
solve the given equation and solve the equation by factoring.solve the equation using the method of your choice 3xx - 3
Let f(z)=u+iv be an analytic function, phi(u,v) any function with second order partial derivatives and g(u,v) any function with first order partial derivatives.
Waiting line model, As it is, models have been developed to assist managers understand and make better decisions concerning the operation of waiting lines
question a 25.0 g piece of aluminum at 4.0 degrees is dropped into a beaker of water. the temperature of water drops
(a) Find the Riemann sum for f(x) = x - 4 sin 2x, 0 x 3, with six terms, taking the sample points to be right endpoints. (Give your answer correct to six decimal places.)
The surface area of this pyramid is 189 cm The area of the square base is 49 cm sq . What is the area of one triangular face of the lateral surface? Show the steps of your solution and explain your work.
Using the readings discussed in this course, provide one real-world application of the information learned that has been the most valuable to you. Why has it been valuable?
Probability and Statistical Methods. A manufacturing intraocular lens is in a process of verifying a polishing machine. The polisher will be accepted only if the percentage of polished lenses containing surface defects does not exceed 1.5%
Using first two equations determine 3 possible points that the 2 conic sections that you get from equations meet. Add a third equation figure to out the one point that all three conic sections meet.
question 1calculation of a laplace transform from first principles.write a comment in each of the boxes to explain the
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