http://www.ck12.org Chapter 3. Applications of Derivatives
TABLE3.10:(continued)
f(x) =^2 xx− 22 Analysis
Inflection points- f(x) =x−x^13
TABLE3.11:
f(x) =x−x^13 Analysis
Domain and Range
Intercepts and Zeros
Asymptotes and limits at infinity
Differentiability
Intervals wherefis increasing
Intervals wherefis decreasing
Relative extrema
Concavity
Inflection points- f(x) =−√ 2 x− 6 + 3
TABLE3.12:
f(x) =−√ 2 x− 6 + 3 Analysis
Domain and Range
Intercepts and Zeros
Asymptotes and limits at infinity
Differentiability
Intervals wherefis increasing
Intervals wherefis decreasing
Relative extrema
Concavity
Inflection points- f(x) =x^2 − 2 √x
TABLE3.13:
f(x) =x^2 − 2 √x Analysis
Domain and Range
Intercepts and Zeros
Asymptotes and limits at infinity
Differentiability
Intervals wherefis increasing
Intervals wherefis decreasing
Relative extrema
Concavity
Inflection points