S (x)6(ax-b)dx b = f a 4. For any well-defined function f(x), you might think that -00 because 8(ax – b) = o when x = b/a. However, this is incorrect! By making the change of variable y = ax, correctly evaluate the integral for a > 0.

Advanced Engineering Mathematics
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ISBN:9780470458365
Author:Erwin Kreyszig
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Chapter2: Second-order Linear Odes
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4. For any well-defined function f(x), you might think that
f (x)8(ax-b)dx
= f
a
-00
because 8(ax – b)
of variable y = ax, correctly evaluate the integral for a > 0.
= 0 when x = b/a. However, this is incorrect! By making the change
Transcribed Image Text:4. For any well-defined function f(x), you might think that f (x)8(ax-b)dx = f a -00 because 8(ax – b) of variable y = ax, correctly evaluate the integral for a > 0. = 0 when x = b/a. However, this is incorrect! By making the change
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