Question: y = p(t)y' + q(t)y + rot), a s t s b. y(a) = a1, y'(a) = 0:2 Let p(t), q(t), 1'(t) be continuous functions

y" = p(t)y' + q(t)y + rot), a s t s

b. y(a) = a1, y'(a) = 0:2 Let p(t), q(t), 1'(t) be

y" = p(t)y' + q(t)y + rot), a s t s b. y(a) = a1, y'(a) = 0:2 Let p(t), q(t), 1'(t) be continuous functions on [a, 1)]. Convert to a system of rst-order equations and then use a theorem from class to prove a unique solution exists

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