Consider the function INTERMEDIATE WORK Using calculus give a sketch of y. Make sure you include the following include the following information. If you have more than one answer, give your answer as a comma separated list. If you have none, write "None". Domain= Vertical asymptotes : x = Horizontal asymptotes: y = y' = Cusps : Vertical tangent lines : Intervals of increase : Intervals of decrease : Local maxima: Local minima: Saddle points : y" = 5+/+224 Intervals on which y is concave up : Intervals on which y is concave down : Points of inflection : y = 5 +

Big Ideas Math A Bridge To Success Algebra 1: Student Edition 2015
1st Edition
ISBN:9781680331141
Author:HOUGHTON MIFFLIN HARCOURT
Publisher:HOUGHTON MIFFLIN HARCOURT
Chapter10: Radical Functions And Equations
Section: Chapter Questions
Problem 15CT
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Consider the function
INTERMEDIATE WORK
Domain=
Vertical asymptotes : x =
Horizontal asymptotes : y =
y'
Using calculus give a sketch of y.
Make sure you include the following include the following information. If you have more than one answer, give your answer as a comma separated
list. If you have none, write "None".
=
Cusps:
Vertical tangent lines:
Intervals of increase :
Intervals of decrease :
Local maxima:
Local minima:
Saddle points:
y" =
Intervals on which y is concave up :
Intervals on which y is concave down :
Points of inflection :
y=5+
=
4
x8
+
224
x⁹
Transcribed Image Text:Consider the function INTERMEDIATE WORK Domain= Vertical asymptotes : x = Horizontal asymptotes : y = y' Using calculus give a sketch of y. Make sure you include the following include the following information. If you have more than one answer, give your answer as a comma separated list. If you have none, write "None". = Cusps: Vertical tangent lines: Intervals of increase : Intervals of decrease : Local maxima: Local minima: Saddle points: y" = Intervals on which y is concave up : Intervals on which y is concave down : Points of inflection : y=5+ = 4 x8 + 224 x⁹
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