An n x n matrix A (with real entries) is called a square root of the n xn matrix B (with real entries) if A? = B. %3D (a) Find a square root of B = [1 (b) Find a square root of B =0 0 0 (c) Find a square root of B = 14.

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A: To find out the value of c.

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Q: If A is n x n matrix, invertible, and B is n × n. Then Col(BA) =Col(B) O True O False

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Q: 15 Use Use the Inverse matrix (x-4y=D5 4x -15 y= 20 %3D

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Q: In Exercises 21–22, compute p(A) for the given matrix A and the following polynomials. a. p(x) = x -…

A: The objective of the question is determine the polynomial value of  p(A). Note -  As per our…

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A: A 3×3 matrix involves 3 rows and 3 columns. (a) The matrix representation of the daily caloric needs…