How to tell if a set of vectors is linearly independent

Given a set of vectors, you can determine if they are linearly independent by writing the vectors as the columns of the matrix A, and solving Ax = 0. If there are any non-zero solutions, then the

Solve My Task
Do homework
Decide math question
Deal with mathematic problems
You Ask? We Answer!

Our users love us

Has thousands of options to solve one type of questions. Now I have achieved a 93. I really like this app and it helps especially when you have a hard time doing a college math problem and can't figure it out, worth using as I love it myself. Very nice, even the free version is the best if you don't need anything fully explained.

Matthew Green

Gives many tools and can be very helpful at times. We can't find all symbols in keyboard but. Then i downloaded this app and I was dose in 5 min, this app helps in so many ways I have used this app everytime I dont know a problem or need help with the problem the only thing I dont like is you have to have premium to see the step but this is an amazing app.

Douglas Geer

In summary, a life-saver, this app is saving me so much stress, exactly what Im looking for, It helps a lot on solving problems on my math, that I coudn't even find in google because its a bit technical thank you so much. But overall, it's a great app.

John Ledford

Linear Algebra : Linear Independence and Rank

By the definition, a vector set is linearly independent if the equality. holds only if all . If one of them is not zero, we say that the vector set is linearly dependent. If we rewrite the

Linear Independence Calculator

If two of the vectors and are independent but the entire set is linearly dependent, then is a linear combination of and and lies in the plane defined by and . That is, the vectors are coplanar. Lay

  • 461


  • 4

    Years in business