The Correct Answer and Explanation is:
Correct Answer: True
The statement presented in the image, “‘CAPLICO ‘N ME’ = COMPLIANCE”, is a word puzzle known as an anagram. An anagram is a word or phrase formed by rearranging the letters of a different word or phrase, typically using all the original letters exactly once. To determine if the statement is true, we must verify that the letters in the phrase “CAPLICO ‘N ME” can indeed be rearranged to spell the word “COMPLIANCE”. This requires a careful inventory of the letters in both expressions to ensure they match exactly in type and quantity.
Let’s begin by breaking down the source phrase, “CAPLICO ‘N ME”. We can systematically count each letter, disregarding the space and the apostrophe as they are just punctuation. The letters we find are C, A, P, L, I, C, O, N, M, and E. If we count the frequency of each letter, we have the following set: one A, two C’s, one E, one I, one L, one M, one N, one O, and one P. In total, the phrase contains ten letters available to form a new word.
Next, we perform the same letter inventory for the target word, “COMPLIANCE”. Analyzing this word letter by letter, we find it contains C, O, M, P, L, I, A, N, C, and E. Counting the frequency of these letters gives us an identical list: one A, two C’s, one E, one I, one L, one M, one N, one O, and one P. This also gives us a total of ten letters.
Upon comparing the two inventories, it becomes clear that they are a perfect match. Both “CAPLICO ‘N ME” and “COMPLIANCE” are composed of the exact same set of ten letters. Because the collection of letters is identical, the phrase is a valid anagram for the word. Therefore, the equation presented in the question is correct. The proper answer to this true or false question is True.
