A Find the equation of the vertical asymptote(s) of the function f(x)= x¹ +2 x = √₂ x=t√2 X = 0 Of(x) has no vertical asymptotes

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A: f(x) = [√(16x^2+1) x2]/[(x2-16)(x+4)].

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Q: Compute the following limit: X+4 X-4 Limit: X4x A. 1 B. 0 C. 2 D. Infinite

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Q: 1. Find the limit of the sequence {√3, √√3+√√3, √√3+ √√3 + √3,...}.

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Q: Find the shaded area: y=x² -2 -1 O to. 8/3 O b. 5/3 O c. 6/3 d. 7/3 3 2 -1+ 2 3

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Q: 6. Investigate the convergence or the divergence of the following integrals: a) dx 2/3 { x² (x² − 1)…

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Q: Identify the inflection points and local maxima and minima of the graphed function.

A: The given function is:y=-2x+sin(4x) ;            -5π12≤x≤5π12

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Q: 4. Differentiate the following without simplifying f(x) = [4 cos cos (x)][√sin² (cosx)]

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