Consider the matrix A = a b 1 --() 002 where a, b, c = R are arbitrary constants. How do the geometric = 1 and 2 depend on a, b, c? When is there an multiplicities of A eigenbasis (of R³) for A?

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A: Here AS PER POLICY I HAVE CALCULATED FIRST MAIN QUESTION PLZ REPOST FOR REMAINING

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Q: Question 1 Let U = Span and W Span be subspaces of R³. Find bases for U +W and Un WW.

A: Hello. Since your question has multiple parts, we will solve the first part for you. If you want…

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Q: 8. Represent Real-World Problems A painter has a 24-foot ladder that he is using to paint a house.…

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Q: 38. What is the coefficient of the 4th term in the expansion (2y -3x)*? a. -216 b. -96 с. 81 d. 216

A: We have to find the 4th term in the expansion 2y-3x4 We can use binomial theorem to find the 4th…

Q: Solve the following system, if possible. T1: X + 8y - 2z = 5 T2: 4x + 7y + 2z = 0 T3: 5x - 10y - 10z…

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Q: Question No 2: (i) Discuss the continuity of the following x-4 x * 2 4, x = 2 function at x = 2,…

A: We will solve the problem