Prove ∫∞0bsin(1bx)−asin(1ax)=−ln(ba)
I'm supposed to use Frullani integrals which states that ∫∞0f(bx)−f(ax)xdx since this equals [f(∞)−f(0)]ln(ba)
So I need to get the first equation into the form of the Frullani integral. I can't figure out how to make this transformation though because I'm no good at them.
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