x² + 1, x <1 14 – 2x, x >1 Let f(x) = Is function f continuous at x = 1? Is functionf differentiable at x = 1?

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A: c) The point of inflection is the value of x at which the derivative of the changes its concavity.

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A: We will use the most inner function=h(x), then next one=g(x), and the outer one=f(x)

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A: We have to find derivative

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A: Option B will be the right answer.

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A: Let's find.

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Q: Let f + 1 be a non-zero function. We can find differentiable function f with f = f. False True

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A: To find the properties of f'(x) and f"(x) from the graph of the function.

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A: To find the inflection point and intervals of concavity

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A: Differentiability

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Q: nmer 20 - Math 205, section 4201... concave f(x) = x^4 8x^2 - Step-by-S... II: Introductory Calculus…

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A: Given :f(z)=x3-3xy2+i3x2y-y3

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