archenemy Posted May 11, 2007 Author Posted May 11, 2007 Funny, I always thought they were looking down at the mirrors. Quote
rob Posted May 11, 2007 Posted May 11, 2007 if you and dead people can read hex, and you teach a friend to read hex, are you all deaf? Quote
archenemy Posted May 11, 2007 Author Posted May 11, 2007 Wha? I'm not very bright. I fall down a lot. Quote
sk Posted May 11, 2007 Posted May 11, 2007 Funny, I always thought they were looking down at the mirrors. Quote
G-spotter Posted May 11, 2007 Posted May 11, 2007 I only got 7/22 I can proudly say I got only 0.5/22. But, I just noticed that 7/22 is 1/pi Quote
archenemy Posted May 11, 2007 Author Posted May 11, 2007 If I could just get 4 10s, I'd be happy. Quote
archenemy Posted May 11, 2007 Author Posted May 11, 2007 In a set equipped with a binary operation called a product, the multiplicative identity is an element such that for all . It can be, for example, the identity element of a multiplicative group or the unit of a unit ring. In both cases it is usually denoted 1. The number 1 is, in fact, the multiplicative identity of the ring of integers and of its extension rings such as the ring of Gaussian integers , the field of rational numbers , the field of real numbers , and the field of complex numbers . The residue class of number 1 is the multiplicative identity of the quotient ring of for all integers . If is a commutative unit ring, the constant polynomial 1 is the multiplicative identity of every polynomial ring . In a Boolean algebra, if the operation is considered as a product, the multiplicative identity is the universal bound . In the power set of a set , this is the total set . The unique element of a trivial ring is simultaneously the additive identity and multiplicative identity. In a group of maps over a set (as, e.g., a transformation group or a symmetric group), where the product is the map composition, the multiplicative identity is the identity map on . In the set of matrices with entries in a unit ring, the multiplicative identity (with respect to matrix multiplication) is the identity matrix. This is also the multiplicative identity of the general linear group on a field , and of all its subgroups. Not all multiplicative structures have a multiplicative identity. For example, the set of all matrices having determinant equal to zero is closed under multiplication, but this set does not include the identity matrix. Quote
archenemy Posted May 11, 2007 Author Posted May 11, 2007 my equations didn't come through. Sorry. The punchline was supposed to be "you're number one", but I fucked up. Someone take my propeller hat off me. Quote
minx Posted May 11, 2007 Posted May 11, 2007 that's OK - i was wondering why there wasn't a software program to do this for me. i think that's the difference between a scientist and an engineer. Quote
ken4ord Posted May 14, 2007 Posted May 14, 2007 i'm sad to say that i only answered 27.272727272727272727272727% of the question affirmatively. Oh sad days are upon us. Minx is no longer the S&M duckie, but has gone the way of the beaker. Was this arch's fault, with this thread? You only answered yes to 27.272727272727272727272727% of the questions, granted that is bad, but not that bad. Quote
minx Posted May 14, 2007 Posted May 14, 2007 bondage ducky needs a rest. he's tired and needs a post nookie nap. he may make a return in the near future but face it, lab coats are sizzlin! Quote
ken4ord Posted May 15, 2007 Posted May 15, 2007 Lab coats so hot right now. so hot ALL the time Yeah I can imagine lab coats could be hot, but I always seem to worn with clothes on underneath. Quote
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