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In the code fragment on the right, start and end are integer values and $prime(x)$ is a function that returns true if $x$ is a prime number and $false$ otherwise. At the end of the loop:

i := 0; j := 0; k := 0;
for (m := start; m <= end; m := m+1){
k := k + m;
if (prime(m)){
i := i + m;
}else{
j := j + m;
}
}
  1. $k < i+j$
  2. $k = i+j$
  3. $k > i+j$
  4. Depends on $start$ and $end$
in Algorithms by Veteran (100k points) | 55 views

1 Answer

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B. $k = i + j$

Whatever be the value of m, the value added to k is also added to exactly one of i and j.

by Boss (35k points)

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