Going from 550 to 700 is a big jump, about 150 points. On a 44-question math section it means going from missing around 18 questions to missing around 8. It can be done, and I want to show you what it looked like for one real student on this site, then the order I would follow.
This student started on freepracticeSAT.com in August with a math score of 570. Over the next 42 days they took 12 full-length math tests. Here is every score, in order. (I have left out anything that could identify them.)
Practice math scores of one student over 42 days, August to September 2026. The dashed gold line is 700.
The scores, test by test: 570, 580, 640, 600, 690, 730, 700, 730, 700, 780, 750, 690. The number of questions they missed fell from 18 on the first test to 9 by the fifth, then to between 2 and 8 for most of the rest.
A few things are worth noticing.
This is one student, not a promise. Across all the students on my site who started between 550 and 640, the average gain from first test to best was about 80 points, and most of them took only a few tests in a few days. The student above is what steady work over several weeks can look like. I wrote more about the numbers in how long it takes to raise your SAT math score.
When I look at the tests of students around 550, the points are lost in three layers. They are worth fixing in this order.
At 550, many of the missed questions are not hard SAT topics at all. They go wrong because of a basic skill from earlier grades: distributing a number to every term in the brackets, working with fractions, keeping track of negative signs, solving a two-step equation. One weak basic can cost four or five questions spread across the test, which is why it is easy to miss. I call these basics the DNA of SAT math questions. Fixing two or three of them is usually the fastest 50 points available.
These two areas make up the largest share of the math section, about 13 to 15 questions each out of 44 (I break the section down in what's on the SAT math section). A student at 550 usually has gaps here: linear equations in context, systems of equations, quadratics, exponential functions, function notation. These are the topics to study next, starting with whichever ones show up most in your own mistakes. The free topic pages on this site cover each one with worked examples and practice.
Somewhere around 650, the mistakes change. The student knows how to do most questions and loses points to slips and to running short on time. This is where working every question on paper, saving two minutes at the end to check flagged questions, and knowing when Desmos is faster than algebra make the difference. My article on using Desmos on the SAT covers the three methods I use most.
If you want this laid out day by day from your own results, that is what the $29 plan does: it builds the schedule from your mistakes and rebuilds it after every test you take.
Start where this student started: one full test, and a list of what to fix.
Take a free math test See a sample planWhere these facts come from: