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Mathematics, 03.07.2019 17:10 Amyra2003
°y''' +bx^y"-+ cxy' + ky = 0, where a, b, c, and k are constants. a third-order euler equation is one of the form ax if x> 0, then the substitution v = in x transforms the equation into the constant coefficient linear equation below, with independent variable v. dy + ky 0 dv y +(c b 2a) dv + (b - за)- dv a make the substitution v in x to find the general solution of 2x y"'9xy 5xy' 0 for x > 0. c, in x+cax y(x)c
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°y''' +bx^y"-+ cxy' + ky = 0, where a, b, c, and k are constants. a third-order euler equation is on...
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