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Deepak patra Asked a Question
November 6, 2021 11:37 ampts 30 pts
32. Let V be the vector space of polynomials in the variable t of degree at most 2 over R. An inner product on V is defined by G.g)-FO)ø(dt for f.g E V. Let W span{1-t2,14+t} and W be the orthogonal complement of W in V. Which of the following conditions is satisfied for all h E W-2 1. h is an even function, i.e. h(t) = h(-) 2. h is an odd function, i.e. h(t) =-h(-t) 3. hCt)= 0 has a real solution 4. hC0) = 0
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  • Navdeep goyal 1 thankyou
    check attachment C
    • cropped8356341984432667721.jpg
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