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[ { "content": "For triangle with vertices A=(1, 1), B=(7, 1), and C=(4, 5), determine the centroid (intersection of medians). Provide the coordinates of the centroid in the form (x, y), and round your answer to 3 decimal places.", "role": "user" } ]
puzzle
advanced_geometry
For triangle with vertices A=(0, 8), B=(5, 0), and C=(4, 2), determine the orthocenter (intersection of altitudes). For all geometry problems: 1. Give coordinates in the form (x, y) 2. Round decimal answers to 3 decimal places 3. Use the degree symbol 掳 for angles 4. Return only the angle, coordinates, or radius as your answer.
For triangle with vertices A=(1, 1), B=(7, 1), and C=(4, 5), determine the centroid (intersection of medians). Provide the coordinates of the centroid in the form (x, y), and round your answer to 3 decimal places.
5
[ { "content": "Given the list of words: Apple, banana, Cherry, eggplant, sort these words in ascending order using ASCII/Unicode ordering and return them as a comma-separated list.", "role": "user" } ]
puzzle
Alphabetical_sorting
Your task is to sort words in ascending or descending order using ASCII/Unicode ordering. Your output should be a comma-separated list of words, e.g. word_1, word_2, word_3 Now, sort these words in descending order (using ASCII/Unicode ordering) and return them as a comma-separated list: Since, Dinner, BREACH, paper
Given the list of words: Apple, banana, Cherry, eggplant, sort these words in ascending order using ASCII/Unicode ordering and return them as a comma-separated list.
7
[ { "content": "Given a binary string, determine the maximum length of a substring that can be made alternating with at most four character swaps. For example, for the string \"11000110\", the longest alternating substring you can form is of length 6. What is the longest length for the string \"0010010101110\"?",...
puzzle
binary_alternation
Given a binary string, return the minimum number of character swaps to make it alternating, or -1 if it is impossible. The string is called alternating if no two adjacent characters are equal. For example, the strings "010" and "1010" are alternating, while the string "0100" is not. Any two characters may be swapped, even if they are not adjacent. Now, determine the minimum number of swaps to make the following binary string alternating: 10010101000111
Given a binary string, determine the maximum length of a substring that can be made alternating with at most four character swaps. For example, for the string "11000110", the longest alternating substring you can form is of length 6. What is the longest length for the string "0010010101110"?
9
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