Consider the boundary value problem on the variable y=y(x) given by ⎨x2y′′−2xy′+2y=0 y(−1)=7 y(1)=16 Check the alternative that corresponds to the point x where the minimum solution for this problem...



Consider the boundary value problem on the variable y=y(x) given by




⎨x2y′′−2xy′+2y=0


y(−1)=7


y(1)=16




Check the alternative that corresponds to the point x where the minimum solution for this problem occurs:


a. -9/92


b. -9/23


c. 9/46


d. -9/46


e. -3/23



r²y

Extracted text: r²y" – 2xy + 2y =0 y(-1) = 7 y(1) = 16

Jun 04, 2022
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