(c) Give an example of a function that is C2 but not C³.
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A: Consider the given function z = f(x, y) = √(36 − x^2 − y^2)
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A: The function fx=ex2
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A: Differentiating with respect to x, we get Again differentiating with respect to x, we get Now
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Q: 0. 5.
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A: See the details solution in below
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A: Substitute f(x)+2 in place of f(x).
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A: Given: a fx=x3b gx=x3
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Q: Please show step-by-step solution.
A: Given:
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Q: C- for the function below, the domain and the range is respectively y=√16-x²
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Q: 6) f(x) = 4 .
A:
Q: 19
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Q: what is the difference between a relation and a function?
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A: Since you have submitted two questions, we'll answer the first question. For the second question…
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Q: A manufacturer of microwave ovens believes that the revenue R, in dollars, that the company receives…
A:
Q: A manufacturer of microwave ovens believes that the revenue R, in dollars, that the company receives…
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A: We first make a table for f(x)=[x]Where [-3,-2) means -3<= x <-2 and so on.
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A:
Q: AJ compared the function f(x) = -4x + 1 to the the linear function, g(x), in the table below. g(x)…
A: Find the slope of both line . And then sum. For details explatintion see the attachment below.
Q: Let f be a linear function. If f ( 2 ) = 13, and f ( 12 ) = 8, what is the value of f ( 10 ) ?
A: Given : f be a linear function. f2 = 13f12 = 8
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A: Given : fx = 3xx2-9
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Q: where's the diagram for the piecewise function?
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Q: Is the function h(x)=-|x-4| +3 a one -one function?
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