How to calculate matrix exponential

👉 In this video we look at how to calculate e to the power of a Matrix. This is actually very straight forward, you only need to be able to add and multiply

Solve Now Solve mathematic problem

Matrix Exponential -

Your matrix $M$ is diagonalizable with eigenvalues $\pm i\sqrt{89}$. This means that $e^M = p(M)$ where $p \in \Bbb{C}[x]$ is the unique polynomial of degree less than $2$

Deal with math questions

Do math tasks

Determine math problem

Top Experts

Figure out mathematic problems

Solve word questions

Solve math questions

Data Protection

Clarify math problem

Explain mathematic

The Exponential of a Matrix

The first thing I need to do is to make sense of the matrix exponential. The Taylor series for is It converges absolutely for all z. It A is an matrix with real entries, define The powers make

Differential Equations : Matrix Exponentials

Compute answers using Wolfram's breakthrough technology & knowledgebase, relied on by millions of students & professionals. For math, science, nutrition, history

Download full solution

Math can be a challenging subject for many students, but there are some simple strategies that can make dealing with math questions a little easier.

Get Study

I can solve the math problem for you.

Clear up math questions

The full solution can be found here: [Link]

Our clients say

Matrix exponential

Free Matrix Exponential calculator - find Matrix Exponential step-by-step