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Suppose that as x approaches zero,
Let c1 and c2 be nonzero constants and define
Show that if γ = minimum {α, β}, then, as x approaches zero,
- a. F(x) = c1L1 + c2L2 + O(xγ)
- b. G(x) = L1 + L2 + O(xγ).
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Numerical Analysis
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