Q2 In each of the following evaluate ||x + y|| of the given vectors in the given normed and space compare with ||x|| + ||y|| : = (1,0,), y = (0,1) b) x(t) = t2 + 2,y(t) = t a) x = in R?, in C[-1,2],...

Q2 In each of the following evaluate ||x + y|| of the given vectors in the given normed<br>and<br>space<br>compare with ||x|| + ||y|| :<br>= (1,0,), y = (0,1)<br>b) x(t) = t2 + 2,y(t) = t<br>a) x =<br>in R?,<br>in<br>C[-1,2],<br>H, y = 3,<br>c) x =<br>in<br>d) x = ( 1,–2,–3,2,0,0,...), y = ( 1,0,4,1,0,0, ...) in 3.<br>

Extracted text: Q2 In each of the following evaluate ||x + y|| of the given vectors in the given normed and space compare with ||x|| + ||y|| : = (1,0,), y = (0,1) b) x(t) = t2 + 2,y(t) = t a) x = in R?, in C[-1,2], H, y = 3, c) x = in d) x = ( 1,–2,–3,2,0,0,...), y = ( 1,0,4,1,0,0, ...) in 3.

Jun 05, 2022

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Q2 In each of the following evaluate ||x + y|| of the given vectors in the given normed and space compare with ||x|| + ||y|| : = (1,0,), y = (0,1) b) x(t) = t2 + 2,y(t) = t a) x = in R?, in C[-1,2],...

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