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PART I THE REAL NUMBERS - UH

Proof: Suppose 2 = p/q where p, q ∈ N Without loss of generality, assume that p, q have no integral factors > 1 Now p2 =2q2,sop2 is even p2 even implies p must be even, so p =2k for some k ∈ N



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W N N N NA etle Winter 2014 Volume 24, No 3 “Don’t cry because it’s over, smile because it happened ” – Dr Seuss This is what I want to encourage folks to do when thinking about the closure of the East Lake Farmers (ELF) Market earlier this Fall The ELF Market began in the Spring of



4049 y21 sy Additional Mathematics O-Level for2021

()n n n na n r rb n r n n n + + + =+ − − − 1 2 1 2 2, where n is a positive integer and ( ) ( ) 1 1 r n n n r r n r n r n − − + = − = 2 TRIGONOMETRY Identities sin A+ cos2 A=1 sec A=1+ tan2 A cosec A=1+ cot2 A sin(A± B) = sin AcosB±cos Asin B



Exhibit A OFFICE OF HAWAi1tAFFArns CONTRACT ER OFFICE OF

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