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viridianlizard924Lv1

21 May 2021

If {2<x<18,x belongs to integer} and 7+x=(4mod9), find the highest value of "x"

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4. Find all possible values of the constants a and b such that f(x) is continuous for all real values of x, if f(x) is defined by: ax? if < -2 f(x) = { 213 - 11 if -2 <3 <3 bac +4 if 3 < 3

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