- 2 11 Define I Ii Prdcfnc N R R Rr Cap Lsp Prove That P Sin Kx Cos Krx K E 0 N Prdcfnc N R Re Sbsp 1 (69.28 KiB) Viewed 37 times
2 (11) Define: (i) (ii) PrdcFnc n, R, R (RR)-cap Lsp Prove that: p({sin(kx),cos (krx) k e 0.. n}) PrdcFnc n, R, RE Sbsp
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2 (11) Define: (i) (ii) PrdcFnc n, R, R (RR)-cap Lsp Prove that: p({sin(kx),cos (krx) k e 0.. n}) PrdcFnc n, R, RE Sbsp
2 (11) Define: (i) (ii) PrdcFnc n, R, R (RR)-cap Lsp Prove that: p({sin(kx),cos (krx) k e 0.. n}) PrdcFnc n, R, RE Sbsp PrdcFnc R, R (1.R.R.) E. cFnc (R. R.)) dim ( PrdcFnac (1. R. R.)) = 2n n, = 2n + 1