Calculus e

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 differentiation: 0.00%
A review of integration: 0.00%
A review of integration techniques: 0.00%
Areas between curves: 0.00%
Area between curves: 0.00%
Accumulated cross-sections: 0.00%
Accumulated cross-sections: 0.00%
Solids of revolution: 0.00%
What is a solid of revolution?: 0.00%
The washer method: 0.00%
The shell method: 0.00%
Comparing washer and shell method: 0.00%
Length of curves: 0.00%
Length of curves: 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%
Representing sequences visually: 0.00%
Sequences as functions: 0.00%
Limits of sequences: 0.00%
Sums of sequences: 0.00%
What is a series: 0.00%
Special Series: 0.00%
The divergence test: 0.00%
The divergence test: 0.00%
Ratio test: 0.00%
The ratio test: 0.00%
Approximating functions with polynomials: 0.00%
Higher Order Polynomial Approximations: 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%
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%
Derivatives of polar functions: 0.00%
Derivatives of polar functions: 0.00%
Integrals of polar functions: 0.00%
Integrals of polar functions: 0.00%
Working in two and three dimensions: 0.00%
Working in two and three dimensions: 0.00%
Vectors: 0.00%
Vectors: 0.00%
Dot products: 0.00%
The Dot Product: 0.00%
Projections and orthogonal decomposition: 0.00%
Cross products: 0.00%
The cross product: 0.00%
Lines and curves in space: 0.00%
Lines and curves in space: 0.00%
Calculus and vector-valued functions: 0.00%
Calculus and vector-valued functions: 0.00%
Motion and paths in space: 0.00%
Motion and paths in space: 0.00%
Parameterizing by arc length: 0.00%

Normal vectors: 0.00%
Unit tangent and unit normal vectors: 0.00%
Planes in space: 0.00%
Parametric plots: 0.00%
Functions of several variables: 0.00%
Functions of several variables: 0.00%
Level sets: 0.00%
Continuity of functions of several variables: 0.00%
Open and Closed Sets: 0.00%
Limits: 0.00%
Continuity: 0.00%
Partial derivatives and the gradient vector: 0.00%
Partial derivatives: 0.00%
Tangent planes and differentiability: 0.00%
Tangent planes: 0.00%
Differentiability: 0.00%
The directional derivative and the chain rule: 0.00%
The directional derivative: 0.00%
The chain rule: 0.00%
Interpreting the gradient: 0.00%
Interpreting the gradient vector: 0.00%
Overall: 0%

https://ximera.osu.edu/certificate/H4sIAAAAAAACA4WMywrCMBBFf6VkbZtXSdtsRfwB3YibNJlCoU0hkwFB%2FHcTcO9sLtx7zrxZdDswy64EmJs7QmInRjUse607JNcdSB0E4rVFbiYj59HIRfVBDzDpSc%2FD0ouiBZfrKyWUaYVspbgJZVVvtelGPTwK4Q9KWBlOMcCyRgjcu83TRngpe17zVufzr3vG5t8VBIqJ%2FkjFFJ8vXH3TftIAAAA%3D/bbpIw2Yq%2FFWasplNuJFCe0XlVlQLCxDAxwuHiyV0W%2BJDdx1lfhoof%2BAIiLUOuSgsbU%2FsBQY44QA44UgNWsOQDfB%2BqYqv5nuJcArWbPG%2BpZqKtwleqhRpyK1Hs0BdZ1wPAYWEdiUsoYpUJFXtkUgd2H5gE%2FVHPtAw2YI1LYDU3dITsXUK4zuFf4HjswU6bpFjahQ3TCJm%2FfxM9fftpgmUjRRtfqBZIL%2BNvOEG3S7GpXRuH4GaGS%2BbLYnnfk6TozDLGNHWCgCT%2FK71x%2Fw05dK6wMQ9kP%2Bn5mU2%2BBMupgf%2FyQ7vOgyA0IcZE7GyOuUv6W5%2BQTSeTKDPXqOWc%2FlN1hhxwA%3D%3D