Ximera tutorial
0.00%
How to use Ximera
0.00%
How is my work scored?
0.00%
 
A review of integration
0.00%
A review of integration
0.00%
Areas between curves
0.00%
Area between curves
0.00%
Accumulated cross sections
0.00%
Accumulated cross-sections
0.00%
Length of curves
0.00%
Length of curves
0.00%
Surface area
0.00%
Surface areas of revolution
0.00%
Applications of integration
0.00%
Physical applications
0.00%
Integration by parts
0.00%
Integration by parts
0.00%
Trigonometric integrals
0.00%
Trigonometric integrals
0.00%
Trigonometric substitution
0.00%
Trigonometric substitution
0.00%
Partial fractions
0.00%
Rational functions
0.00%
Improper integrals
0.00%
Improper Integrals
0.00%
Sequences
0.00%
Sequences
0.00%
Sequences as functions
0.00%
Sequences as functions
0.00%
Sums of sequences
0.00%
Series
0.00%
Integral and divergence tests
0.00%
The integral test
0.00%
The divergence test
0.00%
Ratio and root tests
0.00%
The ratio test
0.00%
The root test
0.00%
Comparison tests
0.00%
The comparison test
0.00%
The limit comparison test
0.00%
Alternating series
0.00%
The alternating series test
0.00%
Approximating functions with polynomials
0.00%
Approximating functions with polynomials
0.00%
Power series
0.00%
Power series
0.00%
Introduction to Taylor series
0.00%
Introduction to Taylor series
0.00%
Numbers and Taylor series
0.00%
Numbers and Taylor series
0.00%
Calculus and Taylor series
0.00%
Calculus and Taylor series
0.00%
Differential equations
0.00%
Differential equations
0.00%
Numerical methods
0.00%
Slope fields and Euler’s method
0.00%
Separable differential equations
0.00%
Separable differential equations
0.00%
Parametric equations
0.00%
Parametric equations
0.00%
Calculus and parametric curves
0.00%
Introduction to polar coordinates
0.00%
Introduction to polar coordinates
0.00%
Gallery of polar curves
0.00%

Overall
0%

https://ximera.osu.edu/certificate/H4sIAAAAAAACA4WMMQ7CMAxFr1Jlpo0TmqbNysAFYEEsVpqhUttIcSxVQtydBLHjxdb%2F7%2FkldtyCcOLKgXJzp5DESXBdThzLFhJ2kbgLM8uakhzGqVdnE5Q1qNQIgOgnq4eizZjrKw3atDC2YG%2BgXW%2BcgW4a7KMQPnKiysgtRs8rk%2FS4fg9d6rzktbaXX%2Fbcm39TkGqSj6mY8P4ASS%2FGndEAAAA%3D/fOSy%2FtGWFrE%2FRPlJ45tozjktXNBGJpqV9o34xygz0SYnAxb63q%2FpU5pbWN2gETbtqzqdgRuvEsxzlUBpwJm%2Bxk%2BDtG5AReTdeYH%2BacIZkdTVl%2FtY4VhfjNDNcZAe1LkjJ9ZdhQp900qrQUxsVeFbs2aDQaq50vR0a29TZsjg3RtoCWRFASwTczo31EAD4uAu5VZd4trLaMYuP3PQpHjUw7UgiEws%2BM0miZtABu%2B5DTyaK1L%2B%2BZA4VuPyukB0towSJqKJPuRpcbBErSV947RmqJOLDi%2BT8U4kK%2FPgtDCrBCQL5sI4mOIZAl7OvZE92NYofKfSpvLw1iXlQ8cXD8EFtA%3D%3D