Table of Contents

Files #

• Approximating functions z=f(x,y)
• Approximating functions
• Coordinate systems for integration
• Curvature
• Curve Tracing f(r,θ)=0
• Curve Tracing f(x,y)=0
• Curve Tracing
• Euler’s Theorem
• Gamma and Beta Functions
• Gaussian Integral (half factorial)
• Jacobian
• Lagrange’s Multipliers
• nth derivative
• Stationary Points in Multivariable Functions
• Synthetic Division
• Tangent and Normal
• Trig and hyperbolic functions