Calculus with Review

Ximera tutorial: 0.00%
How to use Ximera: 0.00%
How is my work scored?: 0.00%
Content for the First Exam
Equations and Inequalities: 0.00%
Needed Score?: 0.00%
Equations: 0.00%
Inequalities: 0.00%
Understanding functions: 0.00%
Same or different?: 0.00%
For each input, exactly one output: 0.00%
Compositions of functions: 0.00%
Inverses of functions: 0.00%
What is a limit?: 0.00%
Stars and functions: 0.00%
What is a limit?: 0.00%
Polynomial functions: 0.00%
How crazy could it be?: 0.00%
Working with polynomials: 0.00%
End behavior: 0.00%
Graphs of polynomial functions: 0.00%
Rational functions: 0.00%
Will it divide?: 0.00%
Working with rational functions: 0.00%
Rational equations and inequalities: 0.00%
Graphs of rational functions: 0.00%
Limit laws: 0.00%
Equal or not?: 0.00%
Continuity: 0.00%
The limit laws: 0.00%
The Squeeze Theorem: 0.00%
(In)determinate forms: 0.00%
Could it be anything?: 0.00%
Limits of the form zero over zero: 0.00%
Limits of the form nonzero over zero: 0.00%
Practice: 0.00%
Using limits to detect asymptotes: 0.00%
Zoom out: 0.00%
Vertical asymptotes: 0.00%
Horizontal asymptotes: 0.00%
Slant asymptotes: 0.00%
Continuity and the Intermediate Value Theorem: 0.00%
Roxy and Yuri like food: 0.00%
Continuity of piecewise functions: 0.00%
The Intermediate Value Theorem: 0.00%
Practice: 0.00%
Content for the Second Exam
An application of limits: 0.00%
Limits and velocity: 0.00%
Instantaneous velocity: 0.00%
Definition of the derivative: 0.00%
Slope of a curve: 0.00%
The definition of the derivative: 0.00%
Derivatives as functions: 0.00%
Wait for the right moment: 0.00%
The derivative as a function: 0.00%
Differentiability implies continuity: 0.00%
Rules of differentiation: 0.00%
Patterns in derivatives: 0.00%
Basic rules of differentiation: 0.00%
Product rule and quotient rule: 0.00%
Derivatives of products are tricky: 0.00%
The Product rule and quotient rule: 0.00%
Chain rule: 0.00%
An unnoticed composition: 0.00%
The chain rule: 0.00%
Content for the Third Exam
Exponential and Logarithmic Functions: 0.00%
An interesting situation: 0.00%
Exponential and logarithmetic functions: 0.00%
Derivatives of exponential functions: 0.00%
Interesting changes: 0.00%
The derivative of the natural exponential function: 0.00%
Derivatives of exponential and logarithmetic functions: 0.00%
Higher order derivatives and graphs: 0.00%
Rates of rates: 0.00%
Higher order derivatives and graphs: 0.00%
Concavity: 0.00%
Position, velocity, and acceleration: 0.00%
Trigonometric Functions: 0.00%
Follow the bouncing pen.: 0.00%
Trigonometric functions: 0.00%
Derivatives of trigonometric functions: 0.00%
How fast was the pen going?: 0.00%
The derivative of sine: 0.00%
Derivatives of trigonometric functions: 0.00%
Maximums and minimums: 0.00%
More coffee: 0.00%
Maximums and minimums: 0.00%
Additional content for Autumn Final Exam
Mean Value Theorem: 0.00%
Let’s run to class: 0.00%
The Extreme Value Theorem: 0.00%
The Mean Value Theorem: 0.00%
Optimization: 0.00%
A mysterious formula: 0.00%
Basic optimization: 0.00%
Applied optimization: 0.00%
Volumes of aluminum cans: 0.00%
Applied optimization: 0.00%
Overall: 0%

https://ximera.osu.edu/certificate/H4sIAAAAAAACA4WMywrCMBBFfyVkbdtpax%2FJ1oV7UQRxM6ZTDPQBeVhB%2FHcTkW6dzcC599wXn3AkLvnek3XsZMnwDffxSf7UIxlMZ%2BtT6nwWqc3qpq9U3tz6AjtsUABWhNSXQevQxakCiiqBbQLiCCDLVuYircv2Ehpq9sbGTqZwUH7wdtHubuihaVnROaDDFwXDaTdEYfcLGYvGdWL%2FLlTWEatmE0bg%2FQHJUGkt7wAAAA%3D%3D/2Wo29fXO8Q07hTAx4s1rkiU178S1LcLkcT8Oghp9gQa6pO4NZXTNSiwL09ne9AHgvE400GqRal7E3qA5V193oGU8fUxV4Wc7B6EczmYIrQ%2BKz8e3CTVq2XF%2FW%2B4qfbRqZqKXorDwmR87nSwc86biqDsALtYoZdSl08Zi5MbU399OgCgncGiE5COJEopUNMbv67rVH4fxND9JnBf%2FC3GQTbmCktJ8tnDFj1KqH9t2CZKWigx%2FE8D6Vxu7dkepoTsNRbie7JBdzoeeqCAvaxYxJaXSOlcWrJWZuPQEsBG8ys2lJuS1eGMCoCIdZyPdZc01f%2BtpmK2WkouFDviY%2BnY6Pw%3D%3D