By Laura Whitmore
As the November SAT approaches, many students are looking for ways to maximize their preparation and feel confident on test day. We always aim to help students tackle the SAT with a clear strategy and solid understanding of what to expect. Here are our top predictions for what you’ll likely encounter on the November SAT. These insights are based on recent trends from previous tests and the types of questions that tend to show up most often.
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🔮 Prediction 1: Understanding Outliers
One of the topics you’re likely to see is a question about outliers. Outliers are values in a data set that are much higher or lower than the rest, and they have a specific impact on statistical measures. The key takeaway is that outliers affect the mean (average) but generally don’t impact the median. For example, if an outlier is significantly larger, it will increase the mean. This type of question is common and relatively straightforward if you remember that the median typically remains stable, while the mean shifts based on the outlier.
🔮 Prediction 2: Scalar Multiples and Geometry
Another area to watch for is scalar multiples, especially in geometry problems involving circles or other shapes. You may see a question asking you to compare areas when the radii of circles are scaled. For instance, if the radius of one circle is three times larger than another, remember that area is a two-dimensional measurement. You’ll need to square the scalar multiple (so 3 becomes 9) to determine how much larger the area is. Questions like these often trip up students, but once you understand the relationship between dimensions, they become much easier to handle.
🔮 Prediction 3: Product of Solutions in Quadratics
With the digital SAT, there’s been an uptick in questions involving the product of solutions of quadratic equations. If you see the phrase “product of the solutions,” it’s your cue to use the formula "c/a", where 'c' is the constant and 'a' is the coefficient of the quadratic term. This wasn’t as common on the old paper version of the test, but it’s showing up more often now, so make sure you’re familiar with how to quickly calculate this.
🔮 Prediction 4: Regression Problems
Expect at least one question involving regression, particularly in algebra-heavy sections. Regression questions give you a function and a few points on a graph. Using Desmos can help solve these problems efficiently. By plugging the given points into a table and using the regression feature, you can quickly identify the equation that fits those points and solve for the desired values. These questions can look intimidating, but with the right tools, they become quite manageable.
🔮 Prediction 5: Density Formula
The density formula is another concept to brush up on. It’s straightforward: density equals mass divided by volume "D = m/V". If you come across a problem mentioning density, jot down the formula and use the values provided to find the missing variable. This formula is simple but important, and knowing how to apply it will save you time on test day.
🔮 Prediction 6: Unit Conversion Problems
A classic SAT challenge is the conversion problem, particularly when dealing with areas or volumes. If you need to convert between units, like square feet and square meters, remember that you must square the conversion factor for areas. For example, if you’re converting meters to feet and the problem involves square units, make sure to square both sides of the conversion factor. These types of questions are frequent and easily manageable if you recognize what’s required right from the start.
🔮 Prediction 7: Triangle Proofs and Congruency
Triangle proof problems are also likely to appear. To prove two triangles are congruent, you’ll need to rely on specific congruence rules like Angle-Side-Angle (ASA) or Side-Angle-Side (SAS). One common mistake is using the SSA rule (Side-Side-Angle), which does not prove congruence. Be careful to follow the correct rules to avoid getting tripped up by the SAT’s tricky answer choices.
🔮 Prediction 8: Tricky Linear Problems
It’s almost guaranteed that there will be at least one tricky linear problem. These questions often involve piecewise functions where a service is charged at different rates for different amounts of time. The key is to break the problem into sections and not double-count any parts. Stay organized, and these questions won’t seem as overwhelming.
🔮 Prediction 9: Exponent Rules (Fractional Exponents)
Look out for fractional exponent questions. These often involve manipulating exponents to solve for a variable. A good strategy is to eliminate one of the variables by raising both sides of the equation to a power. Although this type of problem can look complicated, following basic exponent rules will help you simplify it step by step.
🔮 Prediction 10: Absolute Value Equations
Lastly, keep an eye out for a tricky absolute value question. These problems often involve setting up two equations based on the absolute value expression. The challenge usually comes when the problem requires only one solution, which typically means you’re dealing with a specific condition that forces the expressions to be equal.
✨ Bonus: Prep Smarter with Preptly
If you’re looking for a convenient way to prepare for the SAT, consider using Preptly, our app designed specifically for the digital SAT. With over a thousand unique questions, targeted drills, and customizable flashcards, Preptly helps students focus on their weaknesses and improve timing. Whether you have a busy schedule or just want a quick way to practice in short bursts, Preptly has you covered. It’s available on both the App Store and Google Play, making it easy to study anywhere, anytime.
📚 Bottom Line
These predictions are here to guide your preparation and help you feel confident on test day. By focusing on these areas and using reliable resources, you can make sure you’re ready to handle whatever the November SAT throws your way. Stay focused and keep practicing!
Happy prepping!
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