The March 2027 SAT is on Saturday, March 6, the first weekend SAT of 2027. For many juniors it’s their first SAT, a few months after the PSAT, with May and June still open for a second try. This cheat sheet is built for a first test. It explains how the test works, turns your PSAT report into a study list, and covers the punctuation, transition and algebra rules behind the points first-timers most often give away, each with a real SAT-style question worked through and a short drill. It ends with a nine-week plan and a test-day checklist.
March 6, 2027 at a glance
| Test date | Saturday, March 6, 2027 |
| Registration deadline | Friday, February 19 |
| Late registration, changes and regular cancellation | Tuesday, February 23 |
| Borrowing a device from College Board | Request it at least 30 days before test day, so by February 4 |
| Scores | Usually about two weeks after test day. College Board posts the exact date on its score release page. |
| Next dates after this one | May 1 and June 5, 2027 |
Deadlines close at 11:59 p.m. Eastern Time. Dates are from College Board’s SAT dates page.
Want the plan sized to your own score? The SAT study planner takes your PSAT or practice-test score, the colleges you’re aiming for and this date, and gives you the points per week and a week-by-week schedule.
What’s on this cheat sheet
- Is March the right first test for you?
- Turn your PSAT report into a study list
- How the test works
- Punctuation: where one sentence ends
- Transitions: name the relationship first
- Algebra: the points you should never lose
- Percentages
- Reading: where to start
- A nine-week plan to March 6
- Test-day checklist
- FAQ
Is March the right first test for you?
| Your situation | March makes sense if… |
|---|---|
| Junior taking a first SAT | You want a real score early enough to retake in May or June, before senior year. |
| Your school offers SAT School Day | Many schools give the SAT on a weekday between March 1 and April 30, 2027, and the school registers you. If yours does, you may not need March as well. Ask your counselor for the date. |
| You took the SAT in the fall | Your score report showed which domains cost you points, and you’ve had time to work on them. |
| You haven’t started studying by February | You might be better off on May 1 or June 5. A first test without preparation still gives you a baseline, but it costs a test date. |
Many colleges superscore, combining your best Reading and Writing and best Math scores across test dates. That makes a first SAT in March low-risk: if one section goes badly, a later date can replace it.
Turn your PSAT report into a study list
College Board puts the PSAT/NMSQT and the SAT on a common score scale, so a PSAT 1100 means about the same as an SAT 1100. The PSAT’s scale just stops lower, at 1520. Treat your PSAT total as your starting point, not a forecast. (More on that in PSAT to SAT conversion.)
The useful part of the report is the breakdown by content domain, four per section. Use it in three steps:
- Find your two weakest domains, ideally one in each section.
- Match each to its part of this page with the table below.
- Give them about two-thirds of your study time, and use the rest to keep your strong domains sharp.
| Domain on your report | Share of its section | Start here |
|---|---|---|
| Standard English Conventions | ~26% | Punctuation, then the grammar rules cheat sheet |
| Expression of Ideas | ~20% | Transitions |
| Craft and Structure | ~28% | Words in Context |
| Information and Ideas | ~26% | Inferences and evidence |
| Algebra | ~35% | Linear equations and slope |
| Advanced Math | ~35% | Quadratics and exponentials, in the December cheat sheet |
| Problem-Solving and Data Analysis | ~15% | Percentages |
| Geometry and Trigonometry | ~15% | Circles, angles and triangles, in the December cheat sheet |
How the test works
| Section | Modules | Questions | Time |
|---|---|---|---|
| Reading and Writing | 2 | 27 per module, 54 in all | 32 minutes per module |
| Math | 2 | 22 per module, 44 in all | 35 minutes per module |
There’s a 10-minute break between the two sections. Three things about the format change how you should play it:
- It’s adaptive by module. How you do on the first module of a section decides whether your second module is easier or harder. The top scores are only reachable through the harder second module, so accuracy on module 1 matters most.
- There’s no penalty for a wrong answer. Never leave a question blank. If time runs short, guess and move on.
- Desmos is built in. Every Math question allows the graphing calculator, and the reference sheet of common formulas is there too. Practise with both in Bluebook, College Board’s testing app, so test day isn’t the first time you use them.
Punctuation: where one sentence ends
Most punctuation questions ask one thing: are there two complete sentences here, or one? Find the subject and verb on each side of the blank, then use the table.
| What’s on each side | Correct | Wrong |
|---|---|---|
| Complete sentence | complete sentence | Period, semicolon, or comma + and/but/so | A comma alone (a comma splice), or nothing at all |
| Complete sentence | a list or explanation | Colon | Semicolon, which needs a complete sentence after it too |
| Extra information in the middle of a sentence | A matching pair: two commas, two dashes or two parentheses | Mixing a comma with a dash |
| A name that identifies which person (“scientist Robert Ballard”) | No commas | Commas around the name |
Worked example 1: two sentences need a real boundary
The first handheld mobile phone, Martin Cooper’s DynaTAC, revolutionized personal communication not only by allowing users to make calls without a landline but also by demonstrating that wireless signals could reliably carry voice data across significant ______ to DynaTAC’s debut, making a phone call required being tethered to a physical network connection.
Which choice completes the text so that it conforms to the conventions of Standard English?
A) distances prior
B) distances, prior
C) distances. Prior
D) distances and prior
Everything before the blank is a complete sentence. After it, “Prior to DynaTAC’s debut, making a phone call required…” is another one, with its own subject (making a phone call) and verb (required).
Answer: C. A runs the two sentences together. B joins them with a comma alone, which is a comma splice. D joins them with and but no comma, and reads as if “prior to” belonged to the first sentence.
Worked example 2: a colon introduces the list
In July 1944, delegates from forty-four nations gathered at the Bretton Woods Conference in New Hampshire. The conference’s objectives were ______ establish a stable international monetary system, to create institutions for global economic cooperation, and to promote free trade among member nations.
Which choice completes the text so that it conforms to the conventions of Standard English?
A) threefold: to
B) threefold. To
C) threefold to
D) threefold; to
“The conference’s objectives were threefold” is a complete sentence, and what follows is the list of the three objectives. That’s the colon’s job.
Answer: A. B leaves “To establish…” as a sentence fragment. D has the same problem: a semicolon needs a complete sentence on both sides. C runs straight on, so it reads as if the objectives were “threefold to establish” something.
The full set is in the comma rules cheat sheet.
Transitions: name the relationship first
Cover the answer choices. Read the sentence before the blank and the one after it, and say how they relate in one word: more, contrast, result, example or detail. Then pick the transition that does that job.
| Relationship | Transitions that signal it |
|---|---|
| Adds a similar point | Furthermore, Moreover, Likewise, Similarly, In addition |
| Contrast | However, Nevertheless, Nonetheless, By contrast, Still |
| Result | Therefore, Consequently, As a result, Thus, Hence |
| Example | For example, For instance |
| More precise detail | Specifically, In fact, To be exact, Indeed |
| Order in time | Then, Next, Subsequently, Finally |
Worked example 3: a second reason, not a contrast
Several prominent historians have argued against digitizing rare manuscripts, fearing that increased online access would reduce scholars’ motivation to visit archives and examine original documents firsthand. ______ these historians contend that digital reproductions cannot capture subtle physical details, such as watermarks and ink texture, that are essential for authentication.
Which choice completes the text with the most logical transition?
A) However,
B) Additionally,
C) By comparison,
D) For instance,
The first sentence gives one reason the historians oppose digitizing: fewer archive visits. The second gives another: copies miss physical details. Both argue the same side, so the relationship is more.
Answer: B. A is the trap. The second sentence sounds critical, but it doesn’t contrast with the first: it’s a second criticism. C would compare two different things, and D would make the second sentence an example of the first, when it’s a separate reason.
Worked example 4: an observation, then what it led to
In 2021, chemist Maria Torres and food scientist Kenji Watanabe recreated a fermented fish sauce using a 2,000-year-old Roman recipe found in the writings of Pliny the Elder. When they sampled the condiment, known as garum, they noticed it had a deeply savory, umami-rich flavor. ______ the researchers, aware that Roman dishes were often named for their taste qualities, hypothesized that the word “garum” may have derived from an ancient term meaning “rich” or “intense.”
Which choice completes the text with the most logical transition?
A) Therefore,
B) Alternatively,
C) Nonetheless,
D) Similarly,
They tasted something rich, and so they guessed the name meant “rich.” The relationship is result.
Answer: A. B offers a different option, C signals a contrast, and D signals a second, similar point. None of those describes a hypothesis that follows from an observation.
Every transition grouped by job, with a drill, is in the transition words cheat sheet.
Practice: Writing
Six real Writing questions: punctuation, grammar, transitions and student notes.
Grammar and transitions, the way the SAT tests them.
6 real Digital SAT Writing questions — punctuation, sentence structure, agreement, and transitions. Pick the correct version and see exactly why. ~7 minutes.
Algebra: the points you should never lose
Algebra is about 35% of the Math section, and most of it is linear: equations, slopes and systems. These are the questions to get right every time, because the harder second module only opens up if module 1 goes well.
| Habit | Why it matters |
|---|---|
| 1. Underline what the question asks for | Questions often ask for 9y + 1 or y − 4, not y. The value of y is usually a wrong choice. |
| 2. Look for a shortcut before solving | If the expression asked for is a multiple of one in the equation, multiply the whole equation. |
| 3. Put lines in y = mx + b form | The slope is m only when y is alone. |
| 4. Perpendicular slopes are negative reciprocals | Flip the fraction and change the sign: 4/3 becomes −3/4. |
Worked example 5: multiply instead of solving
If 3y + 1/3 = 6, what is the value of 9y + 1?
A) −18
B) 4
C) 10
D) 18
9y + 1 is exactly 3 times 3y + 1/3. Multiply both sides of the equation by 3: 9y + 1 = 18.
Answer: D) 18. Solving for y first works too (y = 17/9), but it takes longer and gives you fractions to make mistakes with. Spotting the multiple takes seconds.
Worked example 6: answer the question that was asked
7(3y − 5) − 9 = 5(2y + 4) + 13
If y is the solution to the equation above, what is the value of y − 4?
A) −15/2
B) 3
C) 15/2
D) 23/2
Distribute on both sides: 21y − 35 − 9 = 10y + 20 + 13, so 21y − 44 = 10y + 33. Subtract 10y and add 44: 11y = 77, so y = 7.
Answer: B) 3, because the question asks for y − 4, and 7 − 4 = 3. The usual slip here is distributing the 7 or the 5 to only the first term in the parentheses.
Worked example 7: get y alone before reading the slope
Line m is defined by 3y − 4x = 12. Line n is perpendicular to line m in the xy-plane.
What is the slope of line n?
A) −9
B) −3/4
C) −1/9
D) 9
Solve for y: 3y = 4x + 12, so y = (4/3)x + 4. Line m has slope 4/3. A perpendicular line has the negative reciprocal slope: −3/4.
Answer: B) −3/4. The trap is reading a slope off the equation before getting y alone. In Desmos, you can check by graphing both lines and seeing that they meet at a right angle:
Percentages
Three rules cover most percentage questions:
- “Percent of” means multiply. 20% of 60% is 0.2 × 0.6 = 0.12, or 12%.
- A change is a multiplier. An increase of 12% multiplies by 1.12. A decrease of 15% multiplies by 0.85.
- Percent change is the change divided by the original, never by the new value.
Worked example 8: a percent of a percent
In a basket, 60% of the fruits are apples. Of all the apples in the basket, 20% are Granny Smith apples. What percentage of the fruits in the basket are Granny Smith apples?
A) 10%
B) 12%
C) 15%
D) 17%
Granny Smiths are 20% of the apples, and the apples are 60% of the fruit, so multiply: 0.20 × 0.60 = 0.12.
Answer: B) 12%. A quick check: with 100 fruits, 60 are apples and 20% of 60 is 12.
Practice: Math
Six real Math questions across all four domains. Keep Desmos open in another tab to practise the graphing checks.
All four Math domains, one drill.
6 real Digital SAT Math questions across algebra, advanced math, problem-solving and geometry. Solve by hand or in Desmos, then see the worked explanation. ~10 minutes.
Reading: where to start
Reading questions take longer to improve than punctuation or algebra, because there’s no rule table to learn. Two skills are worth starting early:
- Words in Context. Cover the choices, read the sentence, and put in your own word before looking. Pick the choice closest to yours, not the hardest-sounding word. See SAT Words in Context.
- Inferences. The right ending follows from the passage alone. If you need outside knowledge to justify a choice, it’s wrong. See SAT inference questions.
Practice: Reading
Try a real Digital SAT reading set.
6 real Digital SAT Reading questions — inferences, evidence, central ideas, words in context, and text structure. Read the passage, choose the best-supported answer, and see why. ~7 minutes.
A nine-week plan to March 6
If you’re reading this before January, use the time to take one full practice test and start on the punctuation rules. Then pick the plan up on January 3. If you’re starting later, begin at the week that matches today’s date.
| Week | Focus | Do this |
|---|---|---|
| 1. Jan 3–9 | Get a starting score | Take a full-length practice test in Bluebook. Compare its weak domains with your PSAT report. |
| 2. Jan 10–16 | Punctuation | Learn the boundary rules on this page and drill them daily until you stop missing them. |
| 3. Jan 17–23 | Transitions and student notes | Name the relationship before reading the choices, every time. |
| 4. Jan 24–30 | Linear algebra and Desmos | Equations, slope and systems. Graph every line question in Desmos as a check. |
| 5. Jan 31–Feb 6 | Percentages, then a second test | Finish with a second full practice test. Borrowing a device? Request it by February 4. |
| 6. Feb 7–13 | Reading | Words in Context and inferences. Go back through your mistake log from both tests. |
| 7. Feb 14–20 | Timed mixed modules | Practise full 32- and 35-minute modules. Register by Friday, February 19. |
| 8. Feb 21–27 | Third practice test | Take it at 8 a.m. on a Saturday, like the real test. Late registration closes Tuesday, February 23. |
| 9. Feb 28–Mar 6 | Review, then rest | Redo only questions you missed. Complete Bluebook exam setup. Nothing new on Friday. |
Pursu’s Score Map tracks your accuracy on every SAT skill as you practise and ranks your top opportunities, so each day you know which skill to drill next. Try it free.
Test-day checklist
From College Board’s test-day guidance, in three groups.
Before Saturday:
- Open Bluebook and complete exam setup for the March test.
- Get your admission ticket from Bluebook in the days before the test, and print it if you can.
- Charge your device fully the night before, and bring a charger.
What to bring:
- Your testing device with Bluebook installed, and a charger or portable battery. Outlets aren’t guaranteed.
- An acceptable physical photo ID. Digital IDs aren’t accepted.
- A pen or pencil. Scratch paper is provided.
- An approved calculator if you want one. Desmos is already built into Bluebook.
- Your admission ticket.
On the day:
- Plan to arrive by 7:45 a.m. unless your admission ticket says otherwise.
- Phones go to the proctor. Smartwatches and Bluetooth earbuds aren’t allowed.
- Eat breakfast and bring a snack and water for the break.
March SAT FAQ
When is the March 2027 SAT?
Saturday, March 6, 2027. Register by February 19, or by February 23 with late registration.
When do March SAT scores come out?
Usually about two weeks after test day. College Board posts the exact date on its score release page.
Is March a good time for a junior’s first SAT?
For many juniors, yes. It comes a few months after the PSAT and leaves May 1 and June 5 for a retake before senior year.
Is SAT School Day the same test as the March SAT?
It’s the same SAT, given at your school on a weekday. Your school registers you, and in spring 2027 the window runs from March 1 to April 30. Ask your counselor whether your school offers it.
Does my PSAT score predict my March SAT score?
Not exactly. The PSAT and SAT share a scale, so your PSAT total is your starting point on the SAT scale. What you do between the two tests decides how far you move from it.