Consider the following. 4 05 A = 6-16 5 04 (a) Compute the characteristic polynomial of A. det(AAI) = 0 (b) Compute the eigenvalues and bases of the corresponding eigenspaces of A. (Repeated eigenvalues should be entered repeatedly with the same eigenspaces.) 21 = has eigenspace span 12 = has eigenspace span - I t (smallest -value) 13 = has eigenspace span (largest A-value) (c) Compute the algebraic and geometric multiplicity of each eigenvalue. A₁ has algebraic multiplicity 12 has algebraic multiplicity 13 has algebraic multiplicity | and geometric multiplicity and geometric multiplicity and geometric multiplicity

Q: What is the correct answer ? I have to show work.

A: Given Information: Sample size (n) = 22  Mean (u) = 12 Standard deviation (s) = 5.4

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Q: 2. Find the value of x. 13 x 2. 3.

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A: Given data,Mean μ=4.5sd σ=1.2P(X<3)=?

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A: We find inverse of given Matrix

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A: The objective is to find the product AB of matrices.

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