Find the limit. (Hint: Let x = 1/t and find the limit as t → 0†.)8(²)Step 1lim 3x tanx → ∞8as x → ∞. Attempting to evaluate the limit produces an indeterminate form. Thus, we need to rewrite the function in anXYou are asked to find the limit of the function 3x tanequivalent form that the limit can be determined.Substitute x = and find the limit as t → 0+.Submitlim 3x tanX→→∞8X==limt→0+limt→0+Skin (you cannot come back!3 tan(8t)sin (8t)t3

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Find the limit. (Hint: Let x = 1/t and find the limit as t→ 0+.) lim 3x tan (²) x →∞0 Step 1 You are asked to find the limit of the function 3x tan as x → ∞o. Attempting to evaluate the limit produces an indeterminate form. Thus, we need to rewrite the function in an equivalent form that the limit can be determined. Substitute x = and find the limit as t→ 0+. 3 tan(8t) lim 3x tan (²) X→∞ = lim t-0+ = lim t-0+ sin(8t) t Submit Skin (you cannot come back)

Find the limit. (Hint: Let x = 1/t and find the limit as t→ 0+.) lim 3x tan (²) x →∞0 Step 1 You are asked to find the limit of the function 3x tan as x → ∞o. Attempting to evaluate the limit produces an indeterminate form. Thus, we need to rewrite the function in an equivalent form that the limit can be determined. Substitute x = and find the limit as t→ 0+. 3 tan(8t) lim 3x tan (²) X→∞ = lim t-0+ = lim t-0+ sin(8t) t Submit Skin (you cannot come back)

Calculus For The Life Sciences

2nd Edition

ISBN:9780321964038

Author:GREENWELL, Raymond N., RITCHEY, Nathan P., Lial, Margaret L.

Publisher:GREENWELL, Raymond N., RITCHEY, Nathan P., Lial, Margaret L.

Chapter4: Calculating The Derivative

Section4.2: Derivatives Of Products And Quotients

Problem 35E

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