SAT Prep Blog

Practical guides on what to study, how to close skill gaps, and how to make every practice session count.

The 29 SAT Skills

The complete reference list of every skill on the digital SAT — name, domain, and what each one asks you to do. Use it when reviewing practice tests.

What Should I Study for SAT Math First?

Start with linear equations. They appear on virtually every SAT and connect to almost every other math skill. Here's the right order to study SAT Math for the fastest score improvement.

The HIROSCORE Methodology

Most SAT prep covers material. HIROSCORE finds gaps. Here's the methodology behind why students who've been grinding for months start moving again.

SAT Command of Evidence Questions

Two types, one skill: match the evidence to the claim exactly. Here's how to work through textual and quantitative command of evidence questions without picking the answer that just sounds right.

How to Make Inferences on the Digital SAT

The correct answer must be proven by the passage — not just plausible. Here's how to spot the three wrong-answer patterns and find the sentence that settles every inference question.

SAT Words in Context Questions

Words in Context questions don't test your vocabulary — they test how well you read a word in its specific sentence. Here's the four-step approach that eliminates the dictionary trap.

SAT Text Structure and Purpose Questions

Text structure questions ask how a passage is organized. Purpose questions ask what a specific sentence is doing. Here's the strategy for both — and the trap that trips students up.

SAT Cross-Text Connection Questions

Cross-text questions are the only SAT question type with two passages. The answer is always about the relationship between the two authors — here's how to find it.

SAT Rhetorical Synthesis

Rhetorical Synthesis questions give you bullet-point notes and a stated writing goal. The move most students miss: read the goal before you read the notes.

SAT Transitions

Transition questions test whether you understand how two ideas relate. The move that works: name the relationship before you read a single answer choice.

SAT Boundaries

Boundaries questions test whether you can punctuate the break between ideas. The one test that solves almost every one: is each side a complete sentence?

SAT Form, Structure, and Sense

Form, Structure, and Sense questions test whether the parts of a sentence agree. The move that works: stop reading for meaning and check the structure.

SAT Linear Equations in One Variable

Linear equations in one variable are the most common math skill on the digital SAT. The whole skill is one move: isolate the variable, one balanced step at a time.

SAT Linear Functions

A linear function is just a line written as f(x) = mx + b. Once you read f(x) as the output for a given input, these questions stop looking like a new topic.

SAT Systems of Two Linear Equations

A system is just two lines at once, and the solution is where they cross. Solve them three ways — substitution, elimination, graphing — and learn when there's one solution, none, or infinitely many.

SAT Linear Inequalities

Linear inequalities solve like linear equations, with one catch: flip the sign when you multiply or divide by a negative. Learn one-variable ranges, two-variable regions, and systems.

SAT Equivalent Expressions

Equivalent expressions ask you to rewrite, not solve. Learn the four moves — factoring, expanding, exponent rules, and canceling rational expressions — and when each one is what the question wants.

SAT Nonlinear Equations and Systems

Nonlinear equations are almost always quadratics. Learn when to factor, use the quadratic formula, or Desmos, read the discriminant for the number of solutions, and solve nonlinear systems.

SAT Nonlinear Functions

Nonlinear functions test what an equation tells you about its graph. Learn the three forms of a quadratic, exponential growth and decay, and how to match equation to graph fast.

SAT Ratios, Rates, and Proportions

Ratios, rates, and proportional relationships come down to two habits: setting up the proportion right and tracking your units. Learn the setup, unit cancellation, and the conversion trap to avoid.

SAT Percentages

SAT percentage questions come in three types: find the percent, apply a percent change, or work backward from a total. Learn to spot each one and handle the reverse-percent trap.

SAT One-Variable Data

SAT one-variable data questions test measures of center (mean, median, mode) and spread (range, standard deviation). Learn to read tables and dot plots, compare data sets, and handle the outlier trap.

SAT Two-Variable Data

SAT two-variable data questions test scatterplots and lines or curves of best fit. Learn to interpret slope and intercept in context, match linear, quadratic, and exponential models, and predict values.

SAT Probability and Conditional Probability

SAT probability questions come down to picking the right denominator. Learn to read two-way tables, spot the conditional phrasings that shrink your denominator, and solve these in one division.

SAT Inference and Study Design

SAT inference and study design questions are reading questions in math clothing. Two checks decide every answer: random selection sets who results apply to, random assignment sets whether you can claim cause.

SAT Area and Volume

SAT area and volume questions give you every formula on an on-screen reference sheet. Learn where points actually leak: unit conversion, working backward from a given value, and composite shapes.

SAT Lines, Angles, and Triangles

SAT lines, angles, and triangles questions test a small set of rules — parallel lines, angle sum, similar triangles — applied to figures that hide the obvious. Learn how to spot which rule applies.

SAT Right Triangles and Trigonometry

SAT right triangle and trigonometry questions run on three tools: the Pythagorean theorem, special right triangles, and basic trig ratios. Learn which tool each question setup calls for.

SAT Circles

SAT circle questions combine circumference, arc length, sector area, and the circle equation with one core idea: a central angle's fraction of 360 degrees controls everything else.