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Questions:
a) Give an example of a continuous function whose derivative does not exist at x=0(hint: this would be relatively easy to do with a piecewise function, but you have to think of a function that uses formula that Maple TA recognises. Check the syntax guide for examples of the functions that are accepted by Maple TA)?
b) Give an example of a function which is continuous at x=2but whose derivative does not exist at x=2?
c) Give an example of a function that is continuous at x=-2, x=0and x=3but whose derivative does not exist at any of those points?
What happens when smog lifts in Los Angeles, California? I know the answer, but I don't know what it looks like on my paper
A particle is moving along the curve y= 5sqrt(5 x + 11). As the particle passes through the point (5, 30), its x-coordinate increases at a rate of 3 units per second. Find the rate of change of the distance from the particle to the origin at this ..
Water is pumped into an underground tank at a constant rate of 8 gallons per minute. Water leaks out of the tank at the rate of (t+1)^.5 gallons per minute for 0 ≤ t ≤ 120 minutes. At time t = 0, the tank contains 30 gallons of water.
Inside a semicircle tunnel of the diameter 30 feet, a vertical support beam is placed 4 feet from the side of the tunnel. How tall is the beam?
Internet has become an integral part of our business system. With the current developments in wireless technology, organizations are becoming more productive, which means we can focus on providing even better customer service.
Use the laws stated in the text to find simpler formulas equivalent to these formulas. Explain the reasoning that you used to find your solution.
Find christoffel symbols for metric - ds2 = -cos(2β)dt2 - 2sin(2β)drdt + cos(2β)dr2 + r2dθ2 + r2 sin2θdΦ2
The heights of a certain species of plant are normally distributed, with mean 23 cm and standard deviation 1 cm. What is the probability tha a plant chosen at random
The marginal cost function
the ratio of staff members to students in the school was 3 to 15. if there was a total of 2250 in the school how many
If an object is projected upward with an initial velocity of 124 ft. per sec, its height h after t seconds is h=16t^2+124t. Find the height of the object after 5 seconds in ft.
What is the minimum number of new bridges that would have to be built in K¨onigsberg and where could they be built in order to give a graph with an Eulerian circuit?
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