I am not sure how to solve the following question: Show how the following step function can be represented as a 0-1 expression
$f(x)=b_i$ where $a_{i-1} \le x \le a_i$ , $i=1,2,...n$
where $b_i>b_{i-1}$ for all i=1,2,...,n
I am not sure how to solve the following question: Show how the following step function can be represented as a 0-1 expression
$f(x)=b_i$ where $a_{i-1} \le x \le a_i$ , $i=1,2,...n$
where $b_i>b_{i-1}$ for all i=1,2,...,n
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