8x+4 Graph f(x) : using the 10 steps from %3| x-5 section 4.5. a)Step 1 Determine the domain of f . b)Step 2 Find all intercepts. c) Step 3: Is the function even, odd or neither? d) Step 4: Determine vertical asymptotes and/or holes in the graph. If it does not exist, then state so. e) Step 5: Determine the endbehavior of f. State whether a horizontal asymptote exists or not. If a horizontal asymptote exists, state the equation. f) Step 6: Determine the intervals of increasing and decreasing. Write final answer in interval notation.

Calculus: Early Transcendentals
8th Edition
ISBN:9781285741550
Author:James Stewart
Publisher:James Stewart
Chapter1: Functions And Models
Section: Chapter Questions
Problem 1RCC: (a) What is a function? What are its domain and range? (b) What is the graph of a function? (c) How...
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8х+4
Graph f(x) =
using the 10 steps from
х-5
section 4.5.
a)Step 1 Determine the domain of f.
b)Step 2 Find all intercepts.
c) Step 3: Is the function even, odd or neither?
d) Step 4: Determine vertical asymptotes and/or holes
in the graph. If it does not exist, then state so.
e) Step 5: Determine the endbehavior of f. State
whether a horizontal asymptote exists or not. If a
horizontal asymptote exists, state the equation.
f) Step 6: Determine the intervals of increasing and
decreasing. Write final answer in interval notation.
g) Step 7: Determine the local maximum and
minimum. If it does not exist, state so.
h) Step 8: Determine intervals of concavity. State
which intervals concave upward and concave
downward separately. Write the final answer in
interval notation.
i) Step 9: Determine the inflection points. If it does not
exist, state so.
j) Step 10: Graph the function using graph paper. If any
asymptotes exist, then draw dotted line to represent them.
Transcribed Image Text:8х+4 Graph f(x) = using the 10 steps from х-5 section 4.5. a)Step 1 Determine the domain of f. b)Step 2 Find all intercepts. c) Step 3: Is the function even, odd or neither? d) Step 4: Determine vertical asymptotes and/or holes in the graph. If it does not exist, then state so. e) Step 5: Determine the endbehavior of f. State whether a horizontal asymptote exists or not. If a horizontal asymptote exists, state the equation. f) Step 6: Determine the intervals of increasing and decreasing. Write final answer in interval notation. g) Step 7: Determine the local maximum and minimum. If it does not exist, state so. h) Step 8: Determine intervals of concavity. State which intervals concave upward and concave downward separately. Write the final answer in interval notation. i) Step 9: Determine the inflection points. If it does not exist, state so. j) Step 10: Graph the function using graph paper. If any asymptotes exist, then draw dotted line to represent them.
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