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Re: If list S contains nine distinct integers, at least one of w

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Rock750 wrote:

The first equation is given in the fact statement OK But what about the transition from the first to the second ?

I think u factorized by a_4 from both the two parts of the equation which must lead to the following :

a_1*a_2*....a_4*a_5....a_9 = a_4 \to (a_1*a_2*...a_5....a_9) = 1.

Am I missing something here ?


Yes, we cannot cancel a_4 from both sides because a_4 can be zero.

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