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Three fair coins are tossed. Let X denote the number of heads on the first two coins, and let Y denote the number of heads on the last two coins. (For example

Alissa is framing a rectangular picture with length 10 inches and width 8 inches. Let x represent the width

let R be the relation on the set Z of all integers defined by (x,y)∈R⇒x y divisible by n. prove that: [a]: (x,x)∈R for all x∈Z [B]: (x,y)∈ R⇒(y,x)∈ R for all

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Let f(x) be a polynomial with integral coefficients. Suppose that both f(1) and f(2) are odd.there exist some integer n, which f(n)=0.If true enter 1 else enter 0

Solved Let if x < 0 f(x)=3-X if 0 < x < 3. (x-3)2 if x>3 (a)

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