DISCUSS: No Zero-Product Property for Matrices We have used the Zero-Product Property to solve algebraic equations. Matrices do not have this property. Let O represent the 2 x 2 zero matrix O = 01 Find 2 X 2 matrices A + 0 and B + 0 such that AB = 0. Can you find a matrix A + 0 such that A2 = 0?

Q: only HANDWRITTEN answer needed ( NOT TYPED)

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