Apr 8, 2020 · It doesn’t seem like chasing eigenvectors is the right approach for solving systems of linear equations since they’re really the answer to a different question. How does knowing that the …

Nov 22, 2019 · Can we solve a system of linear equations with singular matrix? Ask Question Asked 6 years, 4 months ago Modified 1 year, 5 months ago

Jul 9, 2023 · For my discrete math/linear algebra class, one of our homework problems reads as follows: Use backsubstitution to solve the following system of equations and obtain the general solution. 3x +...

Dec 21, 2011 · Solving systems of linear equations when matrix of coefficients is singular Ask Question Asked 14 years, 3 months ago Modified 10 years, 6 months ago

For example, $4x - 10y \\equiv 8\\pmod {20}$ $7x + 2y \\equiv 5\\pmod {20}$ It resembles linear diophantine equations and the Chinese Remainder Theorem, but I don't know how to actually solve it..

Jun 11, 2017 · Using your second last equation, we get $1=3-2$. Both $2$ and $3$ are remainders in other equations, so you can replace them by $20-3\cdot6$ and $23-20$, respectively. Keep …

Jan 2, 2021 · What have you tried? I suggest that you look into Gaussian elimination as an algorithm for solving systems of linear equations. That should throw you in the right direction.

Feb 1, 2017 · 2 This question already has answers here: Solve a linear system with more variables than equations (2 answers)

Mar 23, 2017 · Would I solve for $ab^x = kx+m$ ? I am lost to how to solve it This equation is what I need help on: $7\cdot 8^x +3 = 9x+2$ Im puzzled to how to solve this.

This problem is the starting point of linear algebra. There are different ways to solve such a system, any of which you can Google: Gaussian elimination and Cramer's rule are the two most common. A good …