Find the inverse of each function. Then graph the function and it’s inverse.
1 answer:
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Question 36.
Given the function:
Let's graph the function.
Let's graph the function using desmos, then label the following:
• 1. Points of inflection
,• 2. Critical points
,• 3. Local extremes
• 4. Asymptotes
• The inflection points are the points the function changes concavity.
,• The local minimum is the point where the minimum value is obtained.
,• The critical point is the point the function changes direction.
• There is no vertical or horizontal asymptote.
ANSWER:
• The inflection points are the points the function changes concavity.
,• The local minimum is the point where the minimum value is obtained.
,• The critical point is the point the function changes direction.
• There is no vertical or horizontal asymptote.
