Consider the function f(z) = z2 +c use zo = 0+ Oi. Let c = 0.5 + 0.1i. Iterate z, through the function and determine whether z, is in the prisoner set off (z). Explain your reasoning.

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A: We use substitution method to solve these integration

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A: given: Hx=1-x2 we have to find the functions f and g so that f ∘ g = H.

Q: 1. Describe the function. What is the domain? (x,y)= \x² + y² - 4

A: Please see the explanation below

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A: Given function is f(z) = x3 + axy2 + i3x2y + iby3 by comparing f(z) = u +i v here u = x3 + axy2  and…

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A: given that                                 f(x)=9-5x we have to find f(t). we can find f(t) by…

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Q: Pls help ASAP

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Q: 69. f(x) Vх — 4 3.

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A: on finding the domain and inage or range of the given functions we will get

Q: f(-1,–5)= f(-5,–1)= f(0, 0)= f(5, –5)= f(t, 2t)= f(uu, и — v)-

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A: here we can use table to solve this question.

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A: [i]

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Q: 2. Let -2 3] 1 5 A = (a) Write down the quadratic form, Q(x), for AT A.

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