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(1) In this question we will think about the metrics d1 and dsup defined in lectures on C[0, 1] the set of continuous functions on the closed interval [0, 1]. Let ζ ∈ C[0, 1] be the zero function, i.e., the function given by ζ(t) = 0 for all t ∈ [0, 1]. Describe what elements of C[0, 1] lie in the open ball B1(ζ) for each of the metrics d1 and dsup. Are these two open balls the same as each other? Is one a subset of the other?
(2) What would your answers be if we considered the open balls B∈(ζ) for different values of ∈? What if we also thought about the balls for the the d2 metric?
For each of the matrices below find its characteristic polynomial, all of its eigenvalues, and the algebraicmultiplicity of each eigenvalue.
Solve using the elimination method.3r - 2s= -12r + 3s= 8
Type of the number
In a certain year, solar and wind energy generation totaled 1000 24 trillion BTUs. Wind generated 52 trillion BTUs more than eight times that generated by solar energy. How much was generated by each source?
The vertex and axis of symmetry.
Calculate the interest earned
Find the number of calories you need if you are a moderately active male - number of calories needed on a daily basis for a moderately active
Solve the equations by using addition or substitution method.
In a right triangle find the length of the side not given b=2, c=sqrt13 the length of the third side is ? Use the foil method to find the product: (8x^3-9)(x^9-3)
Let a subset A of the real numbers R be co-countable provided that R - A is countable. Show that the set of all countable and co-countable subsets of R is a sigma- algebra.
which of the following expressions allows for the use of the power division formula in order for it to be simplified?ka
Specify a rational expression which yields the flight time, Les Barraques to Dover, for the Bleriot XI as a function of headwind. Calculate the headwind that Louis experienced on his successful flight
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