Calculus 2

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/H4sIAAAAAAACA4WMuwrDMAxFfyV4bvwmJV4z9AfapXQxigKBJAbLgkLpv9cu3atF4t5z9BJH3FEEcWGk0t0IszgJbiuI57pjjjIRS5xZtZTUMFgAWBCjGUez4Oy8RwdQtTmW9spq63vte3u%2BGh20Cc5LN4z3SkDiTI1Re0rAG5OCuH0PW%2Buylq210y97HN2%2FqUgzCVKupn5%2FANJex03RAAAA/skKQTHqFSIpp8Oqks7rdFZpZ8%2FwYThNinSsIW3Ar8Ji%2FLizkAAhjoAelYDSyUFTftsUOHXddSPLSIIcCfNd7BGAGf7tJPGxNfKRSzuSj%2F6cErb03Zex%2FUF6K8XLUCZRr6bXCKJiBKbm%2BP8v%2BcTYx2PtNzX3Fy16mjUjNDjiUp1e%2Brd9ufohiDiuyoKbGulEU8RDlmVOnwKs8lQk3iqu3yG%2BPxRUJMiBJYBaNBFN6Y34rgK8T%2FloEoakkteFPWwxvQj0%2BY1%2B9umjeEniBvY8jCxZfvGRW%2BSEgOVx6nPppVsU5daG9mRSnHz8mXydR905m%2B7iNIV0DT501KModIgUGNA%3D%3D