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MAT3700 Assignment 03 2025 (Accurately Solved) Due 15 August 2025

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Unlock Your Academic Potential with the Ultimate Study Companion with MAT3700 Assignment 03 2025 (Accurately Solved) Due 15 August 2025 This 100% exam-ready assignment offers expertly verified answers, comprehensive explanations, and credible academic references—meticulously developed to ensure a clear understanding of every concept. Designed with clarity, precision, and academic integrity, this fully solved resource is your key to mastering the subject and excelling in your assessments. Don’t just study—study strategically. Take charge of your academic journey today and elevate your performance with confidence.

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MAT3700
Assignment 03

Due 15 August 2025

, Student Name: MAT3700 Assignment 03


MAT3700 Assignment 03
Due Date:15 August 2025



Solutions

Question 1

Find the eigenvalues of  
3 6
B= .
1 4


Compute the characteristic polynomial:


3−λ 6
det(B − λI) = = (3 − λ)(4 − λ) − 6 = λ2 − 7λ + 6.
1 4−λ


Solve:
λ2 − 7λ + 6 = 0 ⇒ (λ − 1)(λ − 6) = 0.


Eigenvalues: λ = 1, 6.




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