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Consider the function arctan(x^2).
a.) Write the partial sum that represents the function of the first 4 nonzero terms and indicate the radius of convergence.
b.) use part a to represent the partial sum of the series integral(arctan(x^2))dx write the first 4 nonzero terms and the radius of convergence.
When n is a positive integer by using mathematical induction and the formula of d/dz[f(z)g(z)]=f(z)g'(z)+f'(z)g(z) for the derivative of the product of 2 functions.
Write a compound inequality to describe tha range of possible measures for side c in terms of a and b.
In your own line of work, give one example of a discrete and one example of a continuous random variable, and describe why each is continuous or discrete.
Find and prove a formula for the derivative of the hyperbolic secant function,
Discuss the factors which might cause variation
The equation of tangent line.
find the centroid of a thin, flat plate covering the region enclosed by the parabola y^2=x and the line x=2y.
A bag contains 13 marbles of which 10 are red. A marble is selected at random and replaced. A second marble is then selected at random. What is the probability that both marbles are red?
5) You and your friend are scuba diving near the Great Barrier Reef. You are at a depth of 120 ft and your friend is at a depth of 75 ft. How much more pressure do you feel in pounds per square inch as compared to your friend? Please do the calculati..
Describe in plain English what the radius of gyration is. State the definition of an improper integral a∫∞ f (x)dx. Let F'(x) = f (x). In R3 (3-space), what does z usually represent?
Select a counterexample to show that the statement is false. When an odd number is added to the product of two even numbers, the result will be even, 4.5 + 1 = 21. 21 is not even, 4.2 + 3 = 11. 11 in not even, 4.5 + 2 = 22. 22 is even, 3.5 + 4 = 1..
State the null & alternative hypotheses in words
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