WIR4 20B M251 V11Using the method of Lagrange multipliers to find the extreme values of a function subject to a constraint

Maximum and Minimum Value (multivariable) Exercise V2Finding all local extrema and saddle points for a function of two variables

Linear Algebra for Math 308: L1V6Explaining the concepts of existence and uniqueness for solutions of systems of equations

Linear Algebra for Math 308: L3V2Solving a system of equations with three equations and three variables

Linear Algebra for Math 308: L3E1rrSolving a system of equations by using the Gauss-Jordan algorithm to row reduce the augmented matrix

Linear Algebra for Math 308: L3E2rrSolving a system of equations by using the Gauss-Jordan algorithm to row reduce the augmented matrix

Linear Algebra for Math 308: L3E3rrSolving a system of equations by using the Gauss-Jordan algorithm to row reduce the augmented matrix

Linear Algebra for Math 308: L3E4rrSolving a system of equations by using the Gauss-Jordan algorithm to row reduce the augmented matrix

Linear Algebra for Math 308: L3E5rrSolving a system of equations by using the Gauss-Jordan algorithm to row reduce the augmented matrix

Linear Algebra for Math 308: L3E6rrSolving a system of equations by using the Gauss-Jordan algorithm to row reduce the augmented matrix

Linear Algebra for Math 308: L3E7rrSolving a system of equations by using the Gauss-Jordan algorithm to row reduce the augmented matrix

Linear Algebra for Math 308: L6E1invSolving a system of equation by writing it as a matrix equation and using the matrix inverse