Armed conflicts between nations have always been and remain, unfortunately, a constant fact of life. How politicians and governments seek to avoid of these conflicts, however, varies greatly. Many leaders and political thinkers insist on the importance of demonstrating military might in order to reduce the likelihood of such conflicts. Others argue that flexing military muscle is basically inviting armed conflict, and that the best way nations can avoid conflicts is simply by keeping an open line of communication with one another. When forced to choose between a strong showing of military might and diplomatic efforts, which should nations choose in order to avoid armed conflicts?
D) As a result, the ACT essay is becoming optional at many schools that used to require it: Because of the SAT revision occurring in March 2016, many colleges will be revising their essay requirements between now and the time that the Class of 2017 applies, mostly in the direction of making it optional. However, be prudent and check the websites’ for all of your colleges and/or the database below before opting out of the ACT essay. A continually-updated database of each college’s policy on the new ACT essay is at the following link . UGA will not require the essay for Class of 2017 or later.
※ Discrepancy: This statement is not exact or inaccurate: "... ACT percentiles are calculated on the basis of the percent of test takers scoring the same score or a lower one, not (as is the case for many other assessments) only the percent scoring lower". Specifically, it applies to the scores of 35 or lower but not the highest score of 36. This is because if % of test takers scored 36 AND lower, what score did the remaining % of test takers get? Obviously the answer is none because there is no score higher than 36. Therefore, the correct percentile for 36 appears to be % (100% — %). But if one looks at the next line (the score of 35) it appears to be % instead (100% — %). In other words, % of the test takers had a score of 35 or lower, meaning the only higher score, 36 (no scores between 35 and 36 as the increment is 1), belongs to the remaining % of test takers. But which is the true answer, % or %? If it's %, then % is a calculation error? Or the vice versa (% is true and % is a calculation error). Please clarify by checking on the original data! It's surprising to see such discrepancy for such a popular and critical test.