discrete math
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I don not understand how to do least common mutiples. Can I please get some help. I need to find the least common multiple of 420 and 196. there is a real neat way to do this which works for the LCM of any number of numerals. 420
asked by missy on April 18, 2007 
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Our current assignment is to find the LCM, Least Common Multiple of two polynomials. I think I'm doing it right but I'm not quite sure. For the first question: 2t^2+t3, 2t^2+5t+3 I have 2t^2+t+3 as the LCM. Is this correct or can
asked by Dave on February 15, 2007 
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what is the least common multiple The least common multiple is the lowest possible number that has both numbers for a factor. For instance, if you are asked to find the LCM for 4 and 8, the LCM would be 8 because it is divisible
asked by leo on October 5, 2006 
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If the product of two positive integers is 363, and the least common multiple of them is 33, what is the sum of the two positive integers?
asked by ianian on May 3, 2013 
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If the product of two positive integers is 363, and the least common multiple of them is 33, what is the sum of the two positive integers?
asked by ianian on May 3, 2013 
maths plse help me..
Let a,b,c be positive integers such that a divides b^2 , b divides c^2 and c divides a^2 . Prove that abc divides (a + b + c)^7 .
asked by Meenakshi on December 9, 2012 
maths plse help me..
Let a,b,c be positive integers such that a divides b^2 , b divides c^2 and c divides a^2 . Prove that abc divides (a + b + c)7 .
asked by Anamika on December 7, 2012 
urgent plsee
Let a,b,c be positive integers such that a divides b^2 , b divides c^2 and c divides a^2 . Prove that abc divides (a + b + c)7 .
asked by Anamika on December 8, 2012 
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Let a,b,c be positive integers such that a divides b^2 , b divides c^2 and c divides a^2 . Prove that abc divides (a + b + c)^7 .
asked by emani on December 9, 2012 
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Let a,b,c be positive integers such that a divides b^2 , b divides c^2 and c divides a^2 . Prove that abc divides (a + b + c)^7 .
asked by Meenakshi on December 9, 2012