Math 467/667: Homework 1 Solutions - University of Nevada, Reno
Math 467/667: Homework 1 Solutions To ensure τ′′′(0) = 0 we first obtain the condition 2 − 3a21 − 3a22 + a11(−3+6a21 +6a22)+ a12(−3+6a21 +6a22) = 0 and use this to eliminate a12 as a12 = −2+3a11 +3a21 − 6a11a21 +3a22 − 6a11a22 3(−1+2a21 +2a22)This leads to another condition −1 − 6a2 21 + a21(6 − 12a22)+5a22 − 6a222 +3a11(−1+2a21 +2a22)2 = 0 which we then use ... ................
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