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The Identity and Inverse Matrices
Get out your notes and purple sheet and get ready for a warm-up!
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Warm-Up Determine if there is an inverse for the following matrix. If there is, find the inverse.
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Remindersβ¦ 1 0 0 1 1 0 0 0 1 0 0 0 1 π π π π β1 = 1 ππβππ π βπ βπ π
What is the identity for a 2x2? 3x3? How do we know if a matrix has an inverse? Find the determinant. If the determinant doesnβt equal 0, then it exists. What is the formula for the inverse once we know it exists? π π π π β1 = 1 ππβππ π βπ βπ π
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Closure Find the inverse.
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