Determine whether the expression (6 + x')xis an indeterminate form at co.5,4/xThe expression (6 + x')*X is not an indeterminate form at oo.O The expression (6 + x)x is an indeterminate form 0 o at oo.The expression (6 + x')4/x is an indeterminate form 100 at co.is an indeterminate form 1° at co.5,4/xThe expression (6 + x')x is an indeterminate form 0° at co.The expression (6 + x³)4/x is an indeterminate form oo° at 0.ISOThe expression (6 +5,4/x)x is an indeterminate form oo - ∞ at co.Find the limit.(Use symbolic notation and fractions where needed. Enter DNE if the limit does not exist.)5 4/xlim (6 + x)4/x =

6+x54x As x→∞, the exponent 4x tends to zero, therefore The expression 6+x54x is not a indeterminate…

Determine whether the expression (6 + x')x is an indeterminate form at oo. The expression (6 + x')X is not an indeterminate form at oo. The expression (6 + x')x is an indeterminate form 0 o at co. The expression (6 + x')4x is an indeterminate form 100 at co. The expression (6 + x')/x is an indeterminate form 0° at oo. The expression (6 + x')/x is an indeterminate form oo° at co. 54/x The expression (6 + x')x is an indeterminate form oo – o at co. Find the limit. (Use symbolic notation and fractions where needed. Enter DNE if the limit does not exist.) lim (6 + x)4x = %3D X00

Determine whether the expression (6 + x')x is an indeterminate form at oo. The expression (6 + x')X is not an indeterminate form at oo. The expression (6 + x')x is an indeterminate form 0 o at co. The expression (6 + x')4x is an indeterminate form 100 at co. The expression (6 + x')/x is an indeterminate form 0° at oo. The expression (6 + x')/x is an indeterminate form oo° at co. 54/x The expression (6 + x')x is an indeterminate form oo – o at co. Find the limit. (Use symbolic notation and fractions where needed. Enter DNE if the limit does not exist.) lim (6 + x)4x = %3D X00

Algebra & Trigonometry with Analytic Geometry

13th Edition

ISBN:9781133382119

Author:Swokowski

Publisher:Swokowski

Chapter4: Polynomial And Rational Functions

Section: Chapter Questions

Problem 14T

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