Question 1. Consider the augmented matrix of a linear system: k 1 k 1 k 1 1 1 1 -2 (a) Write the system of linear equations corresponding to the given augmented matrix. (b) Find a row echelon form of the given matrix. (c) (i) For what value(s) of k does the system have an infinite number of solutions? Give rea- soning. (ii) For what value(s) of k is the system inconsistent? Give reasoning. (iii) For what value(s) of k does the system have a unique solution? Give reasoning.

Q: Could you please provide another counter example a simpler one thank you!

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Q: Hey can you go more in depth with this? Show step by step pls and thanks.

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Q: can you explain more about the second part that you came up with -2 and 5 .  thanks

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Q: Thank you for your help!  I was wondering if the last box with the answer -3 is actually 3?

A: Apologies for the inconvenience. Yes you are right. We are extremely sorry. It was a writing…

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A: n1=80, x1=64 n2=60, x2=39 X: people got sick 1: Ate fish 2: Did not eat fish

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A: Given

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Q: hmm how did you find out the b= 50 and a =200?

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Q: How do I solve

A: Consider the given graph: Observe the following: Maximum input is 2. Minimum input is -3. Maximum…

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A: Aa it is given that  f(x)=9.44x+84.182*x where f(x) is height of the tree and x is  year.

Q: V121

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