Question: 2) Write r +r+1 asa linear combination of the elements of the set S:{31.r-1.r+21+2}. Show that S is the spanning set for all polynomials

  2) Write r +r+1 asa linear combination of the elements of the  

2) Write r +r+1 asa linear combination of the elements of the set S:{31.r-1.r+21+2}. Show that S is the spanning set for all polynomials of degree 2 and can be taken as its basis.

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To solve this problem we need to express t2 t 1 as a linear combination of the elements of the set S ... View full answer

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