Getting Good Grades

Explain how the Digital SAT’s two-stage adaptive structure affects question difficulty, pacing, and scoring opportunities.

Classify missed Bluebook questions by tested domain and subskill.

Distinguish content gaps, misreads, inefficient methods, and execution errors when reviewing a missed question.

Record a missed question in an error log with its cause, corrected method, and a rule for avoiding the same error.

Set section-specific pacing checkpoints from baseline performance.

Organize an 11-hour weekly study cycle that alternates targeted practice, timed work, error review, and spaced repetition.

Distinguish independent clauses, dependent clauses, and phrases in SAT sentences.

Select a period, semicolon, or comma-plus-conjunction to join independent clauses correctly.

Use commas correctly after introductory elements and around nonessential information.

Choose between a colon and a dash based on sentence structure and emphasis.

Avoid comma splices, run-ons, and sentence fragments.

Distinguish punctuation that separates a modifier from punctuation required by the core sentence.

Answer sentence-boundary questions by reducing long sentences to their clause structure.

Apply subject–verb agreement when subjects and verbs are separated by intervening phrases.

Choose verb tense and aspect using time cues and surrounding verbs.

Select finite verbs, participles, and infinitives that complete a sentence grammatically.

Apply pronoun–antecedent agreement and unambiguous pronoun reference.

Distinguish possessive nouns and pronouns from plural forms and contractions.

Place modifiers next to the words they logically describe.

Maintain parallel grammatical structure in comparisons, lists, and paired constructions.

Infer the meaning of an unfamiliar word from contrast, cause, definition, and example clues in its immediate context.

Distinguish near-synonyms by testing each word’s precision, tone, and logical fit.

Use roots and affixes to narrow the meaning of unfamiliar academic vocabulary.

Build and review a spaced-repetition vocabulary deck from missed SAT questions.

Identify the function of a sentence or detail within a short passage.

Determine how word choice shapes an author’s tone or purpose.

Compare how two short texts agree, disagree, or respond to one another.

State the main idea of a short passage without adding claims not supported by the text.

Select a textual detail that directly supports a stated conclusion.

Make a warranted inference while rejecting choices that are merely plausible.

Identify the claim, evidence, and reasoning in a short argumentative passage.

Choose evidence that strengthens or weakens a hypothesis.

Extract the relevant trend or comparison from a table, graph, or scatterplot.

Integrate quantitative information with a passage’s verbal claim.

Classify the logical relationship between two ideas as continuation, contrast, cause, example, or sequence.

Select a transition that expresses the exact logical relationship between surrounding sentences.

Eliminate transition choices that sound fluent but express the wrong relationship.

Identify the audience, purpose, and constraint in a rhetorical-synthesis prompt.

Select only the notes relevant to a stated rhetorical goal.

Combine source notes into a concise sentence that satisfies the stated goal without introducing unsupported information.

Solve a linear equation efficiently after simplifying fractions and distributing terms.

Interpret slope and intercepts in the context of a linear model.

Rewrite a linear equation among standard, slope-intercept, and point-slope forms.

Solve a system of two linear equations using substitution, elimination, or graphing.

Translate a word problem into a linear equation, inequality, or system.

Solve and interpret a linear inequality, including interval constraints.

Evaluate and interpret function notation from formulas, tables, and graphs.

Factor a quadratic expression and use the factors to find its zeros.

Choose among factoring, completing the square, the quadratic formula, and graphing to solve a quadratic equation.

Interpret the vertex, zeros, and coefficients of a quadratic model.

Simplify polynomial expressions using exponent rules and algebraic identities.

Solve a rational equation while excluding values that make a denominator zero.

Solve a radical equation and check for extraneous solutions.

Solve a system containing one linear and one nonlinear equation.

Interpret parameters and growth factors in an exponential model.

Solve multistep ratio, rate, proportion, and unit-conversion problems.

Calculate percent change, reverse percentages, and repeated percentage change.

Use weighted averages to solve mixture and combined-group problems.

Compare mean, median, range, and standard deviation when a data set changes.

Interpret frequency tables, two-way tables, and conditional proportions.

Calculate simple and conditional probabilities from tables or counts.

Interpret a line of best fit, its slope, and residuals in context.

Distinguish conclusions supported by random sampling from conclusions supported by random assignment.

Use angle relationships from parallel lines, triangles, and polygons to find unknown measures.

Use similarity and scale factors to determine missing lengths, areas, and volumes.

Apply the Pythagorean theorem and special right-triangle ratios.

Use sine, cosine, and tangent to solve right-triangle problems.

Write and interpret the equation of a circle in the coordinate plane.

Apply circle relationships involving radii, tangents, arcs, sectors, and inscribed angles.

Solve area, surface-area, and volume problems involving composite figures.

Use keyboard shortcuts and expression-entry techniques to enter fractions, exponents, roots, and subscripts efficiently in Desmos.

Find solutions to equations and systems by graphing intersections and zeros in Desmos.

Use tables to test values, detect patterns, and evaluate functions quickly.

Use regressions to fit linear, quadratic, and exponential models to data.

Apply domain restrictions and sliders to inspect constrained graphs and changing parameters.

Verify an algebraic result in Desmos without replacing the reasoning needed to interpret it.

Choose whether mental math, handwritten algebra, or Desmos is the fastest reliable method for a given SAT problem.

Apply a read–solve–verify routine that reduces avoidable errors on high-confidence questions.

Use a skip, mark, and return rule when a question exceeds its time budget.

Complete a Reading and Writing module using predetermined pacing checkpoints.

Complete a Math module using predetermined pacing checkpoints.

Use strategic guessing to ensure every question receives an answer before time expires.

Analyze a timed module by separating knowledge errors from pacing and attention errors.

Prioritize future practice using error frequency, point value, and likelihood of improvement.

Demonstrate mastery of a previously weak subskill by completing a fresh timed set at a defined accuracy target.