{
    "q1": {
        "type": "multiple", 
        "question": "\n<strong>\n\nSuppose we wanted to sort a million integers where each integer is between\n0 and 1,000.  Which of the following statements are false?\n\n</strong>\n", 
        "responses": {
            "merge_bigo": "Merge sort would order the integers in O(nlogn) time in the worst case.", 
            "quick_bigo": "Quick sort would order the integers in O(nlogn) time in the worst case.", 
            "count_bigo": "Counting sort would order the integers in O(nlogn) time in the worst case.", 
            "bubble_bigo": "Bubble sort would order the integers in O(nlogn) time in the worst case."
        }
    }, 
    "q3": {
        "type": "blank", 
        "question": "\n<strong>\n\nGiven the same vector in question 2, what would be the output of the\nfollowing statements after sorting the vector in ascending order:\n\n</strong>\n\n<pre>\ncout &lt;&lt; lower_bound(v.begin(), v.end(), 4) - v.begin() &lt;&lt; endl; // 1. ____\ncout &lt;&lt; upper_bound(v.begin(), v.end(), 6) - v.begin() &lt;&lt; endl; // 2. ____\n</pre>\n"
    }, 
    "q2": {
        "type": "blank", 
        "question": "\n<strong>\n\nGiven the following vector:\n\n</strong>\n\n<pre>\nvector&lt;int&gt; v = {4, 6, 6, 3, 7, 5, 4, 7, 0, 1};\n</pre>\n\n<strong>\nTo sort the vector in ascending order we would do:\n</strong>\n\n<pre>\n____(____, ____);\n</pre>\n\n<strong>\nTo sort the vector in descending order we would do:\n</strong>\n\n<pre>\n____(____, ____);\n</pre>\n"
    }, 
    "q4": {
        "type": "blank", 
        "question": "\n<strong>\nComplete the following implementation of binary search in C++:\n</strong>\n\n<pre>\ntemplate &lt;typename IT, typename T&gt;\nbool binary_search(IT start, IT end, const T &target) {\n    while (____) {\n        auto length   = ____;\n        auto middle   = ____;\n        auto midpoint = *(____)\n\n        if (____) {\n            end   = ____;\n        } else if (____) {\n            start = ____;\n        } else {\n            return true;\n        }\n    }\n    return false;\n}\n\n</pre>\n"
    }
}