Let \[\sum_{x=1}^{10}\sum_{y=2}^{20}\sum_{z=3}^{30}\prod_{g=5}^{50}\frac{e^{10}(x+y•z)}{10•g} = \frac{a}{b}\]

Find a+b & c

c= a/b

Let \[\sum_{x=1}^{10}\sum_{y=2}^{20}\sum_{z=3}^{30}\prod_{g=5}^{50}\frac{e^{10}(x+y•z)}{10•g} = \frac{a}{b}\]

Find a+b & c

c= a/b

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## Comments

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TopNewestOk now the problem makes sense, just that \(a\) and \(b\) cannot be integers. – Julian Poon · 8 months ago

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My eyes... they're hurting – Julian Poon · 8 months, 3 weeks ago

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solution: http://imgur.com/PS7Ak1j – Ark3 Graptor · 9 months ago

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– Ameya Daigavane · 8 months, 3 weeks ago

Please tell me you didn't actually sum up all the terms there.Log in to reply