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tan(arctan2+arctan0+arctan1+arctan5−arctan2015) \tan(\arctan 2 + \arctan 0 +\arctan 1 + \arctan 5 - \arctan 2015) tan(arctan2+arctan0+arctan1+arctan5−arctan2015)
If the value of expression above can be stated as −pq,-\frac{p}{q},−qp, where ppp and qqq are relatively prime positive integers. Find p+q.p + q.p+q.
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