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1. The curve x = t2 - t, y = t3 - 3t - 1 crosses itself at (2,1). Determine equations of the tangent lines at that point.
2. The parametric equation of an ellipse is given by x = a cos(t), y = b sin(t); 0 ≤ t ≤ 2π. Determine the area inside the ellipse in terms of a and b.
3. Find the length of the asteroid given by the parametric equations; x = cos3(t), y = sin3(t), 0 <= t <= 2π.
Imagine that you have been asked to create a one-day workshop for other adult learners that best fits the title "Algebra with Applications: The Essentials Presented in One Day". Create a hierarchy of five (5) of the most important topics that you bel..
the coin is returned to Al and the entire process begins again. The game continues until soneone gets heads. What is the probability of each of them winning?
John is intending to put $10,000 into investment. He picked a fund that grows at 5% per annum. Assuming his profit is compounded annually, how much money would he have from this investment after 5 years and how long would it take for his money to ..
Suppose postal requirements are that the maximum of the length plus the girth (cross sectional perimeter) of a rectangular package that may be sent is 200 inches. Find the dimensions of the package with square ends whose volume is to be maximum.
how many commuters must be randomly selected to estimate the mean driving time of chicago commuters? we want 98
a mass of 35g stretches a spring 8.4cm. if the distance that a spring is stretched is directly proportionally to the attached mass, how many centimeters will the spring be stretched by a mass of 50g.
Calculate the mean for the grouped data.
what is the NPV of the system? What is the payback period for this project? Draw the graph. What is the ROI for this project?
Question 1: Modelling in Linear Programming The manager of a power station has to determine an operating policy for next week's power genera-tion. The station has been scheduled to generate a total of 100 gigawatt hours of power during the next we..
Find the volume of a solid that is generated by rotating the region formed by the graphs of y=x^2, y= 2, and x = 0 about the y-axis?
How much wire should be used for the circle in order to minimize the total area?
Determining(a) The decision variables (b) Determine the objective function. What does it represent?(c) Determine all the constraints. Briefly describe what each constraint represents.Note: Do NOT solve the problem after formulating.
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