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Answer the following questions: Q-1. [10+10 marks] a) Let A = [1 2] . Find all values of a for which A’ is symmetric. az 03 b

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a solob criven Matrix A= [6] we have to find all values of a. Since, A² is symmetric Then, I LART = A) Here, A. [62] [63] 42asolby Criven az A= bi as wo wo bz C 202 2a, and B = 22 bz-az Est3bz C2+3 bz €,tabil and A1= - 4 have Find 161 = ? we Here, syand Bl= 292 293 bz-a z t3b3 2a, bira, tabe C, tab, - 29 bz-az ₂ + 3b3 {tabi +29, -) 1B) - 293 bera bira, T +3b2 Catsby bz-93+а, 6 Сі ) 2 - 4 +а, ь, -а, -е, -а, е, b, a,b, S, s) 7) |) - - 2 Г4, , <a -а, -е, -а,-сана, с, -а, -е, - 551 2 | 3 | - -2 X -

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