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A 1490 on the SAT is an excellent score! In terms of percentiles, a score of 1490 typically falls around the 96-98th percentile. This means you scored higher than approximately 96-98% of test-takers. Keep in mind that percentiles might vary slightly depending on the specific test administration.
The SAT is scored out of a maximum of 1600 and a minimum of 400, meaning your 1490 score represents 93% of the total possible points. If a 1490 does not meet the requirements of your preferred college, you might want to consider enrolling in a test prep course to potentially enhance your score.
- Is a 1490 a good SAT score?Yes, a score of 1490 is awesome. The score puts you in the top 99th percentile of those who take the test. Explore colleges you can get into with a...
- What colleges can I get into with a 1490 SAT score?Harvard University, Stanford University and University of Florida are some of the best colleges that you have a competitive chance of getting into....
- What percentile is 1490 on the SAT?A 1490 ranks in the top 99th percentile of all students who take the SAT exam.
- What is the equivalent ACT score to a 1490 SAT?A 1490 converts to a 34 on the ACT using College Board / ACT concordance tables. Explore the colleges: Colleges for a 34 ACT score.
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A 1490 is generally considered a competitive score for top colleges. For most top 25 schools, a score of 1490 falls within the 25th-75th percentile range of admitted students, which means you're in a strong position academically.
Mar 15, 2023 · So, what would a 1490 SAT score to ACT score be? Simply put, a 1490 SAT score is equivalent to an ACT composite score of 34. A 1490 SAT score is considered a good score.
Purplemath. What is the absolute value of a number? The absolute value of a number n is the distance of the number n from zero. The absolute value is denoted by vertical bars as | n |, and is read aloud as "the absolute value of enn".
The absolute value of $\;-\;\frac{15}{22} = |\frac{-15}{22}| = |\frac{15}{22}|$ There’s a minus sign outside the absolute value. It will get tagged along with the answer. $-|\frac{-15}{22}| = \frac{-15}{22}$ 3. Find: $|-9| + |10|$. Solution: Here, |\;-\; 9 = 9| $|10| = 10$ Thus, $|\;-\;9| + |10| = 9 + 10 = 19$ 4. Find the absolute value.
Jun 5, 2023 · So, what is the mean absolute deviation? It's the average of every value's distance from a certain central point. This point can be a mean, median, mode, or any other statistically significant number. To calculate it, use our mean absolute deviation calculator or do it on your own using the How to find mean absolute deviation? section below ...
