Solving a 2x2 SLE Using a Matrix Inverse
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@crickarthik50 You're welcome! - Bob
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thanx alot!!! it really helped!!
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@leslieleekun Which part is giving you the problem? - Bob
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urghh shyt i still dun get it
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John Cena? Haha jks, great vid mate, really helped me :)
baderocks2 3 weeks ago
@baderocks2 Thanks! Another commenter noted I sound just like Shawn Michaels, so close enough. :) - Bob
MathDoctorBob 2 weeks ago
Thanks so much. I cant respond to your answer so i just wanted to say that i did great on my test thanks to you.
TheSkippysugar 1 month ago
@TheSkippysugar You're welcome, and congrats! Glad to help out. - Bob
MathDoctorBob 1 month ago
Mr. Bob i have a question. When you solve for the Determinent do you find it on the matix before or after you make it inverse?
TheSkippysugar 2 months ago
@TheSkippysugar The equation is Ainv = 1/(detA) [...], so we take the determinant of the original matrix A to use the equation.
Note if the inverse of A is not zero, then det(Ainv) = 1/(detA). Let me know if that helps. - Bob
MathDoctorBob 2 months ago