The 16 Best SAT Math Tips and Tricks

Many students taking the SAT are most daunted by the Math section. There are a lot of questions covering a lot of topics that you need to answer in a short amount of time. Fortunately, you can enter the exam room feeling prepared and confident for SAT Math. This guide contains the 16 best SAT Math tips and tricks you should be using. They cover all the bases from the time you begin studying to the moment time is called on the exam and you put your pencil down.

Overview of SAT Math

Before we dive into the SAT tricks for math, let’s briefly go over the format of this part of the exam. SAT Math is broken into two modules, and you’re allowed to use a calculator on both of them. First, you’ll complete a 35-minute module, and immediately after finishing that you’ll dive into the second 35-minute module. 

Both modules will begin with multiple-choice questions, each of which will feature four answer choices. Then you’ll be asked for some student-produced responses, more commonly known as "grid-ins." You won’t have answer choices for these and will need to fill in the correct answer yourself. 

But wait: if you don’t get a break between each module, why are they broken up into two modules in the first place? Splitting the Math section into two modules allows the Digital SAT to use something called adaptive testing. Basically, after completing the first module, the second module will adapt to how you performed on the first one. If you get a lot of challenging questions correct, you’ll see more difficult questions on the second module—and vice versa; if you don’t do so well, the questions on the second module will be less challenging.

Here’s the breakdown of time, number of questions, and question types on the two SAT math modules.

SAT Math Tricks to Use Before Test Day

Use these SAT Math tips while you’re studying for the test, so that you’re well prepared by the time you sit down to take the SAT.

#1: Know What Math You’ll Be Tested On

• Algebra
  • Linear equations in 1 variable
  • Linear equations in 2 variables
  • Linear functions
  • Systems of linear equations in 2 variables
  • Linear inequalities in 1 or 2 variables
• Advanced Math
  • Equivalent expressions
  • Nonlinear equations in 1 variable
  • Systems of equations in 2 variables
  • Nonlinear functions
• Problem Solving and Data Analysis
  • Ratios, rates, proportional relationships, and units
  • Percentages
  • One-variable data: distributions and measures of center and spread
  • Two-variable data: models and scatterplots
  • Probability and conditional probability
  • Inference from sample statistics and margin of error
  • Evaluating statistical claims: observational studies and experiments
• Geometry and Trigonometry
  • Area and volume formulas
  • Lines, angles, and triangles
  • Right triangles and trigonometry
  • Circles
    
    
  
  If there are any topics you are already sure you don’t know, you can flag them to study. This list will also be helpful after you’ve taken some practice tests (see tip #3) so you can identify the areas you’re doing well in and the areas you need to improve in.
  
  

#2: Memorize Common Formulas and Math Facts

On SAT Math, 12 important formulas will be available to view in the Bluebook software any time while you take this section of the test. You can refer to these formulas throughout SAT Math (by clicking the ‘Reference’ button in the top right corner of Bluebook), but if you're toggling to them every time you need to look up a formula, you’ll be wasting valuable time. It's best to have all the formulas memorized before exam day. Check out our article on the formulas you need to know for the SAT Math section to see which formulas you’ll have on test day, as well as other math formulas and facts you should have memorized.

#3: Take High-Quality Practice Tests

You can only get better at SAT Math when you use high-quality practice tests and, unfortunately, there’s a lot of substandard study materials out there. Using low-quality practice materials can actually lower your score because you can end up studying the wrong information and missing what you need to know.

The absolute best source for SAT Math questions is the official SAT Tests. These are made by the same people who make the actual SAT, so you know they’ll be giving you an accurate idea of what SAT problems are like. We recommend, at the very least, taking the two SAT Math parts timed and in one sitting so you can get used to the length of the Math section and its time pressure. You should also aim to take a few full-length SATs timed and in one sitting so you can see how testing for several hours affects you.

Of course, now that the SAT has gone completely digital and uses adaptive testing, the official digital tests available through the College Board’s Bluebook app are the best way to practice for the SAT. There are currently 6 full-length practice tests available. Taking these practice tests will help you get familiar with the Bluebook software you’ll use on test day, which is just as important as studying SAT content material!

Despite this shift to a digital delivery, many students also like to study using prep books to get even more practice for the SAT. If you’re one of them, check out our article on the best books for SAT Math. These all have high-quality practice tests and questions that can also help you with your studying.

#4: Learn From Your Mistakes

It’s not enough to work your way through dozens, or even hundreds of practice problems. Afterward, you need to analyze each of the questions you answered. Every mistake you make on a test happens for a reason. If you don't understand exactly why you missed each question, you'll make the same mistakes over and over again.

For each practice test or question set that you take, mark every question that you're unsure about. If you’re using the digital practice tests via Bluebook, there’s a button for this!

When you correct your answers, review every question you got wrong and every question you marked you were unsure of. This way even if you guessed on a question correctly, you'll make sure to review it.

For each question, figure out how to solve the problem (see tip #5) and understand why you didn’t know how to solve it. If you notice a lot of the problems are in a certain area (such as geometry), then you know to spend more time specifically reviewing that subject. There’s no denying that these steps will take time, but they’re the absolute best way for you to get the most from practice tests and actually see improvements to your SAT Math score.

#5: Retry Questions You Got Wrong Before Looking at the Answer Explanation

When you get a question wrong, the first thing you probably do is look to see what the correct answer is and then read through the answer explanation. However, this isn’t the best way to study for SAT Math! This is passive learning; you’re not actively engaging with the mistake you made.

We recommend a different approach. Find the correct answer choice (A-D) as you normally would, but don't look at the explanation. Instead, try to re-solve the question to see if knowing what the correct answer is can help you figure out the correct way to solve the question.

To be honest, this can be hard. If you didn’t get a question right the first time, it’s usually not easy to get it right when you try it again. However, now that you know the correct answer and aren’t pressed for time, you might spot a new strategy, or think of a new way to approach the problem.

When this happens, and you do end up correctly solving the problem, what you learned will stick in your mind much longer than if you had just read the answer explanation. Because you've actively worked to solve the problem and reached a breakthrough, you retain that information much better than if you just passively absorbed the information. It’s one of the best ways to learn from your mistakes and really shore up your weak areas.

#6: Focus Your Studying on Areas You Struggle the Most In

Here’s some good news: you might be spending too much time studying! For some parts of SAT Math, anyway. Some students are tempted to work their way straight through prep books or review materials, but if there are subjects you’re already solid on, you don’t need to keep reviewing them. The most effective way to study is not to just review all the material you can; it’s to target your studying so you’re spending the most time on the areas where you need the most improvement. This is where knowing what subjects SAT Math tests and taking practice tests comes into play. If you know you’re solid on, say, algebra, but consistently get geometry questions wrong, you should be devoting much more time to studying geometry concepts and answering geometry practice problems than you spend studying algebra.

SAT Math Tips to Use on All Questions

On test day and when answering practice questions, use these SAT Math tips to help you on all questions, both multiple-choice and grid-ins.

#7: Note Key Parts of the Question

This is one of the best SAT Math tricks to use if you’ve been making careless mistakes and getting questions wrong even though you know how to solve them. You’ll be given a piece of scratch paper for SAT Math, so use it to your advantage! For every question, use your scratch paper to write down what you need to find in the question so you don’t get confused during the calculation process.

Sometimes SAT Math questions will ask you to solve for a value that necessitates solving for something else along the way (say, you need to solve for x before you can find the value of 4x). That something else (the value of x, in this case) will often be one of the incorrect answer choices. Many students accidentally pick the trick answer choice because they lose track of the value that they were originally supposed to find. You can avoid this by underlining relevant parts of the question to maintain your focus.

Here’s an example:

For this question, I’d write down “$300 plus 20 percent of his sales,” “$200 plus 25 percent of her sales,” “same amount of sales and the same compensation,” and “compensation” at the end to remind me that was what I was looking for. That’s the key information you need to know, and seeing it in small chunks can make it easier to understand and remember compared to looking at a block of text. (The correct answer is 700, by the way.)

#8: Be Aware of Your Time

Time pressure is something nearly everyone taking the SAT needs to be aware of, and it can be a particularly big issue on SAT Math, when it’s easy to lose track of the number of minutes that have ticked past as you work to solve a tricky equation. However, it’s critical to keep track of time during the exam because not getting to all the SAT Math questions can make it difficult for you to get the score you want.

First, know how much time you have. You’ll have 35 minutes to answer 22 questions in both modules, which is about 63 seconds per question. Remember that the final questions in each section are grid-in, and they often take longer to answer. Luckily it’s easy to keep track of your time on the Digital SAT, because there’s a count-down timer right at the top of your screen. 

The best way to get faster on SAT Math is to do a lot of practice. As you answer more practice questions, you’ll become familiar with the style of questions asked on SAT Math and the types of tricks the test writers try to use.

Additionally, don’t let yourself get stuck on a question and waste a lot of time trying to solve it. Every math question is worth the same number of points, so spending ten minutes to get one question right isn’t a good strategy if it causes you to have several questions you haven’t even looked at when time is called. If you’ve been working on a problem for over a minute and still have no idea how to solve it, mark it in your test booklet orin your Bluebook app as one to review and move on. You can return to it if you have time at the end of the section.

#9: Make Sure You Solve for the Correct Value

The writers of the SAT love using this trick: have students solve a math problem (typically a long one so the question’s instructions aren’t as fresh in their mind), then, once they’ve solved for the variable, they confidently mark their answer, but get it wrong! What happened? They didn’t solve for the variable the question asked for.

Look at this example:

As you learned in tip #7, when you read through this question, you should write “2x” on your scratch paper. We are given the problem: "10+x is 5 more than 10." The "is" in the question sets the terms equal, so when we translate this statement, we get:

10+x=15

Now, let’s isolate our variable.

10−10+x=15−10

x=5

Now let’s double-check by plugging our x back into the original equation.

10+x is 5 more than 10.

10+5=15 is 5 more than 10.

Awesome, we’ve isolated our variable. But this is where the SAT tries to trick you! Do you see how 5 is one of the answer choices? They are hoping you’ll see it, forget you’re solving for 2x, and mark it as the correct answer.

Remember, the question wants us to find the value of 2x (which you noted already!) not just x. x=5

2(5)=10

So our final answer is C, 2x=10.

#10: Show Your Work

If you’ve been in any math class, you’re probably familiar with the much-repeated math teacher mantra: show your work. Teachers don’t want you to seemingly pull an answer out of thin air; they want you to write out, step by step, how you worked through a problem. Not only does this demonstrate your understanding, but it also helps you catch any mistakes along the way.

Now, you won’t get partial credit on SAT Math the way you can in school, but showing your work on the SAT can help you keep your thought process straight and reduce the chance of careless errors.

Use your scrap paper to write out any calculations you do, as well as the steps to solve other problems, whether you’re solving for x or simplifying a multi-variable expression. Many of the problems require multiple steps, so writing out your work will help you keep track of your thinking and avoid errors.

#11: Know When to Put the Calculator Down

You’re allowed a calculator for all SAT Math questions, but that doesn’t always mean you should use it. It’s fine to use a calculator for some quick multiplication/addition or to, say, find a square root, but if you start trying to solve a question using a complicated computer program, know that you’re probably making the problem harder than it needs to be. No math problems require calculator programs to solve. In fact, every SAT Math question can be solved without a calculator, as the makers of the exam didn’t want to give students without access to a calculator an unfair disadvantage. A calculator just makes solving some of the questions faster and easier.

Also, keep in mind that if your answer isn’t a whole number, your calculator will give you the answer as a decimal, while some questions require answers in fraction form. This means you’ll waste time converting from decimals to fractions, and you always want to use your time wisely on the SAT.

SAT Math Tricks for Multiple-Choice Questions

Use these SAT Math tips and tricks for the multiple-choice questions on the exam.

#12: Eliminate 3 Wrong Answers

The most important rule to remember for SAT Math (as well as all other SAT multiple-choice questions) is that there is only one correct answer for each question; on the multiple choice questions, the other three answer choices are irrefutably wrong. The SAT needs to be able to defend its questions and show that there is one, and only one, clear answer for each question. The test would be greatly weakened if people could challenge the questions all the time and argue convincingly that more than one answer could be correct. The College Board would have to throw out all the questions that were disputed, leaving them with less data to calculate scores and a reputation for unreliability.

This means that your number one strategy on the test is to use the process of elimination. If you're struggling with finding the correct solution to a question, try to find reasons to rule out most of the answers rather than reasons why certain options could work. All incorrect choices are incorrect for good reasons, and it’s your job to find those reasons until you narrow your answers down to one possibility.

#13: Plug-In Answers to Solve Problems

Sometimes you may find yourself confronted with a problem that you have no idea how to approach or that you think it will take too long to solve algebraically. Other times, you may just want to be absolutely sure you have the right answer to a question and didn’t make a careless mistake along the way. When this happens, plugging in the answers is one of the best SAT Math tricks to use to make sure you get the right answer.

Even before you begin to approach the problem, look at your answer choices. If you look at the answers first (instead of trying to work out the problem from scratch), you will already know the range in which the correct answer should fall. For example, if your answer range spans from 2 - 20, you know the correct answer cannot possibly be 35. 

Now, which answer choice should you plug in first? Notice that the SAT always presents you with answer choices in order from least to greatest (or, on rare occasions, greatest to least). We always recommend you start with answer choice C. This can help you narrow down your time for a plug-in the answer question by starting in the middle and using process of elimination. For example, if you start with C and it gives you an answer that is too large, you can cross out any answer choices larger than C because they definitely won’t be true. 

Here’s an example: 

We’ll start with C, where y +z = 0.

We have (y+z) in the second equation, so let us replace it there. 

3x+y+z=14

3x+0=14

3x=14

Now, take that value for 3x and replace it in the first equation. (We do not need to find the value for x alone (4.67), as 3x is repeated in the top equation.)

3x+2(y+z)=19

(Why did we re-write 2y+2z as 2(y+z)? Because we could distribute out the common 2 and keep our y+z intact)

14+2(0)=14

14≠19

So C is not correct. 

We can extrapolate from the problem that (y + z) will not be negative. Why? Because 3x remains the same and yet the solution is greater when (y + z) is doubled. Therefore, (y + z) must be positive, as a negative (y + z) would mean that the top equation would have a solution that was smaller than that of the bottom equation.  

So let's try option D next. 

3x+y+z=14

3x+4=14

3x=10

Again, we do not need to find the individual value for x (3.33), because 3x is repeated in the top equation. 

So 3x+2(y+z)=19

10+2(4)=18

18≠19

So D is not correct. 

 Let us now try option E. 

3x+y+z=14 

3x+5=14

3x=9

Now we’ll plug in this value for 3x in the top equation. 

3x+2(y+z)=19

9+2(5)=19

19=19

So our final answer is E, y+z=5.

#14: Choose a Single Letter for All the  Questions You Can’t Solve

It’s not uncommon for there to be several SAT Math questions that you just can’t solve. Don’t get discouraged by this! What you can do however, is maximize the potential of gaining extra points by guessing correctly on problems you couldn’t solve.

On multiple choice questions, the best way to up your odds of randomly choosing the right answer is to pick a letter and use it to answer all the questions you’re guessing on. It can be any letter A-D (despite what you may have heard, C isn’t the most common correct answer), just make sure you use it for all questions you guess on (after you eliminate any obviously wrong answers).

Using only one letter to guess gives you a 25% chance of getting each multiple choice question right, whereas if you guessed a different letter randomly, your overall odds of guessing correctly would be significantly lower.

SAT Math Tricks for Grid-In Questions

Use these SAT tips and tricks for math for the grid-in questions where you aren’t given answer choices.

#15: Plug-In Numbers to Solve Problems

With grid-in problems, you won’t have a set of potential answers to plug-in the way you do with multiple-choice questions. However, you can plug in values you choose to make solving some of these questions easier.

Here’s an example:

Because we aren’t told that this problem works for "all numbers," we know we must choose our own number for just one variable and solve for the rest. 

In this problem, we’re replacing v with our own number. Why v? Because v shows up in the middle equation and so will be useful for finding our other variables.

We can also see that v=4t, so let's give v a number that is divisible by 4. (Note: we do not HAVE to make v divisible by 4, but it makes life easier for us, as it means we will be dealing with integers rather than decimals.)

So let's just say that v=8. If we replace every v with the number 8, our first equation would look like:

x=3v

x=3(8)

x=24

So we know now that, when v=8, x=24. Now for our second equation:

v=4t

8=4t

t=2

So, when x=24 and v=8, t will be 2. 

And finally, let's look at the last equation using our newly-found numbers for x and t. 

x=pt

24=p(2)

p=12

So p equals 12. 

But wait! Maybe you think p equals 12 only in this one instance and that it would equal something else had we chosen a different number for v. Well let's test it. 

Let's say that v=20 instead of 8. 

x=3v

x=3(20)

x=60

And our second equation:

v=4t

20=4t

t=5

And finally, our last equation:

x=pt

60=p(5)

p=12

As you can see, no matter what value we choose for one of our variables, p will always equal 12 as long as we keep the relationships between the variables intact. 

So our final answer is p=12.

Summary: SAT Tips and Tricks for Math

Getting the score you want is often doable as long as you know key SAT Math tips and tricks. Here is a recap of our 16 best SAT Math tricks.

What's Next?

Trying to improve your SAT Math score with additional SAT tips and tricks for math? Here are 9 SAT Math tips specifically for people looking to raise their SAT math score fast!

Looking for book recommendations specific to the math section? Here are our suggestions for the best prep books for SAT Math, along with a few pointers on how to use them most effectively.

Want to make sure you're solid on math basics before diving into SAT Math? Check out our refresher articles on solving inequalities, adding and subtracting fractions, multiplication, perfect squares, and the distributive property.