Digital SAT QAS Breakdown: May 2026 — Eight Files, Shared Question Families, and a Better Study Order

Last updated: October 2026 · By the AllSatPapers Content Team

The May 2026 collection contains eight files, but their study value is not eight independent full tests. 5A and 5B include both Reading & Writing and Math; 5C–5G contain keyed English modules; 5H is a shorter, unkeyed English file. Several question families recur, and 5E/5G are near-identical current editions. A useful plan therefore begins with coverage and freshness, then chooses comparisons that test whether a method survives changed numbers, claims, or blank positions.

This guide follows the current Desktop PDFs: 528 pages containing 518 question occurrences across the eight files. Those are occurrences, not 518 unique questions. The worked examples and comparisons below explain what the repeated families teach, which differences actually affect a solution, and where a source defect should be kept separate from a student’s error. The individual articles provide longer case-by-case explanations; this overview connects them into a study sequence.

Explore the May 2026 Digital SAT papers and available answer keys

Choose the right file for the job

The key-supported files are easier to review independently, but a printed key is not proof that every source page is complete or every answer is correct. In 5D, the airline table survives without its defining paragraph. In 5H, a complex-list grammar question gives the same intended completion under two letters. Both are localized problems that should be excluded from strict scoring. They do not erase the value of the intact questions around them. The current files are searchable reformatted editions; older screenshot-page counts should not be carried forward.

What the within-month comparisons actually show

5A versus 5B: change the quantities, preserve the method

The circle question changes from (x − 5)² + (y − 6)² = 4 in 5A p.72 to (x − 2)² + (y − 6)² = 9 in 5B p.69. Both ask for the same center and twice the radius. The transformation is constant: leave the center alone and multiply the right-hand side by four. The new constants differ, 16 versus 36. Likewise, the wood-duck distributions at 5A p.94 and 5B p.93 use 35 and 40 nests. Both can be compared through symmetry and weighted squared deviations, but the weights must be read again. These pairs test parameter transfer, not recall of a letter.

5C versus 5F: the same claim can move between answer positions

5C p.8 presents the Chengdu City of Gastronomy disagreement, while 5F p.36 uses Dénia. The underlying issue is awareness: one author assumes the recognition is well known; the other argues that promotion remains necessary. The supported response is C in 5C and A in 5F. Write the proposition in words before checking a letter. Both files have intact keys, making this a useful demonstration that remembering an answer position is weaker than understanding which claim is disputed. Their different surrounding questions also prevent one familiar passage from establishing whole-form equivalence.

5E versus 5G: treat near duplication as a review opportunity

The current editions closely track one another in wording, question order, and key sequences, with small transcription differences. Choose one for the first encounter. Use the other only after a delay and ask for explanations before revealing choices. For Hawthorne’s map analogy, explain the distinction between the analogy’s vehicle and its subject. For the owl punctuation, reconstruct the inner comma pair. These are worthwhile learning tasks even on a familiar page. A second high score on the near-identical file, however, should not be interpreted as another independent measurement of unfamiliar reading performance.

5D and 5H: source changes can alter scorability

5D p.40 omits the paragraph that tells students which airline comparison must be established. Its key’s B matches the complete 5B version, but a surviving letter cannot supply the missing claim. 5H p.51 prints the correct semicolon-and-comma construction twice, in A and C, so there is no unique answer letter. The file also stops at Module 2 Q25. Keep these cases separate from genuine reasoning errors: use a complete companion question when available, record the substitution, and leave absent or duplicated items outside a strict score denominator.

Six worked decisions that represent the month

5A: Photosynthesis: keep the proposed mechanism intact

Reading & Writing, Module 1, Q14 · current PDF p. 14 · A; team-checked reasoning, no appended key.

The supported completion is A: the defensive compound enabled plants to keep their stomata open to a greater extent. Build the chain before reading the choices: insect feeding triggers closure; closure reduces carbon entry; reduced carbon entry restricts photosynthesis. A compound that deters insects can reduce the initiating event and therefore reduce the decline. The comparison uses genetically identical plants and says there are no other differences, narrowing the explanation.

B and C introduce a different mechanism: better conversion of captured carbon or compensation after closure. The passage supplies no evidence for either improvement. D invents underlying genetic differences despite the control stated in the text. This is a demanding inference because the correct explanation is distributed across the passage rather than repeated in one sentence. Write a three-arrow sketch if the terminology becomes distracting. The conclusion is about the degree of stomatal closure, not proof that the compound directly changes the chemistry of photosynthesis. That distinction keeps a plausible scientific story from replacing the argument actually given.

5B: Irrigation: evidence must explain innovation

Reading & Writing, Module 1, Q14 · current PDF p. 14 · D; team-checked reasoning, no appended key.

D is the best support because it links scarce water resources to the development of sprinkler irrigation, a method that uses less water. The claim has two parts: an environmental pressure and the emergence of an improved technique. Both appear in that quotation. A shows that climate can make irrigation more necessary in one region than another, but it stops short of explaining innovation.

B establishes the importance of irrigation today. C establishes continuity with an older engineering tradition. Both are relevant to irrigation history, yet relevance to the topic is weaker than support for this particular claim. Underline the noun “innovation” before comparing the options. Then demand evidence about why a new technique developed, not merely why irrigation exists. This is one of May’s most useful comparison questions because earlier versions of the same reservoir background ask about regional necessity or historical lineage. In those versions, a quotation that is a distractor here can become the best evidence. The target claim controls the answer.

5C: Foundation penalties: distinguish share from average

Reading & Writing, Module 2, Q13 · current PDF p. 41 · C; printed key and reasoning agree.

The included key selects C, and the graph supports the same comparison: the combined penalty shares for self-dealing and taxable expenditures are smaller than the share for undistributed income. Read the cluster for percentage of total penalty. Its bars answer a question about portions of the total, not a direct dollar amount or a comparison with public charities.

A introduces Form 990 public-charity filers that the displayed private-foundation data do not describe. D introduces the following year, while the graph is for 2005. B reverses the average-penalty comparison. A category’s average penalty is proportional to its penalty share divided by its filing share. Self-dealing has a small filing share but a much larger penalty share, whereas undistributed income has a much larger filing share than penalty share. The graph therefore implies a higher average for self-dealing, not the lower average B claims. C needs only a same-denominator addition and comparison, so it is the most direct supported statement. The scientific-sounding tax background is secondary. Label the denominator for each cluster before reading the options, and resist combining percentages that describe different totals. This is a harder data question because two kinds of percentage share appear beside each other.

5E: Owl carvings: close the smaller interruption first

Reading & Writing, Module 2, Q20 · current PDF p. 48 · A; printed key and reasoning agree.

The required phrase is “malleability, could.” The sentence contains a dash introducing “a material…” and, inside that explanation, a comma pair around “because of its malleability.” The comma before “because” has already opened the smaller interruption. The blank must close it with a comma before the verb “could.” The answer is D in 5D/5H and A in 5E/5G.

The presence of an earlier dash does not mean the next punctuation mark must be a dash. The dash introduces an explanation that can continue to the sentence’s end; the comma marks a different grammatical level. Remove the inner phrase and read “a material that could be easily carved.” Then restore “because of its malleability” with matching commas. The incorrect options either leave that phrase unclosed or mix the two punctuation levels. This nested structure is a better test of punctuation understanding than a simple comma-versus-period question, and it is worth practicing until the hierarchy becomes visible immediately.

5A: Concentric circles: double the radius, quadruple its square

Math, Module 1, Q18 · current PDF p. 72 · B; team-checked calculation, no appended key.

For (x − 5)² + (y − 6)² = 4, the center is (5, 6) and the radius is √4 = 2. Doubling the radius gives 4, so the new right-hand side is 4² = 16. The correct equation is choice B, (x − 5)² + (y − 6)² = 16. No expansion is needed.

The crucial distinction is between r and r². Choice A doubles the displayed constant to 8, which increases the radius by √2 rather than 2. Choices C and D change the center, violating the same-center condition. A quick independent check is to use the point four units to the right of the center, (9, 6): its squared distance is 16. More generally, multiplying a radius by k multiplies the right-hand constant by k² while leaving the center coordinates unchanged. This is faster and more reliable than graphing every option, and it explains exactly which mistaken operation each distractor represents.

5B: Forty nests: frequency changes require a fresh comparison

Math, Module 2, Q17 · current PDF p. 93 · D; team-checked calculation, no appended key.

The distributions are symmetric about nine eggs, and each totals 40 nests. D places 30 nests at nine and five each at eight and ten. Its total squared deviation from nine is therefore 10. C has two nests at each endpoint and nine at each neighboring value, giving 34. B gives 80 and A gives 88. Since every denominator is the same, D has the smallest variance and hence the smallest standard deviation.

The center and shape resemble the related 5A question, but its 35-nest totals are not this question’s totals. Recompute the weights instead of importing a remembered calculation. If a calculator is used, enter frequencies correctly: treating the five egg-count labels as five equally likely observations would erase the differences among the options. The transferable shortcut is to compare distance-weighted frequencies after checking symmetry. It is especially valuable late in a module, where a conceptually simple statistics item can otherwise consume time better spent on parameter algebra.

A broader comparison with earlier tests

These are specific question-level comparisons across May, August, September, October, November, and December 2025. They distinguish changed values, changed claims, moved blanks, and repeated tasks. They do not estimate a percentage of the month that is recycled. That would require a separate, validated comparison of every question rather than a selected set of instructive examples.

2025 8D · PDF p. 67: Retuned distribution question

May location: 5A · Math, Module 2, Q18 · current PDF p. 94.

The August 2025 wood-duck item asks the same smallest-standard-deviation question. The current May tables retain the symmetric egg-count structure, but the frequencies must be read afresh: 5A totals 35 nests and 5B totals 40. The transferable method is to check equal centers and sample sizes before comparing squared distances. A remembered option letter does not establish that the same distribution is present. This pairing is valuable because it distinguishes recognizing a statistical structure from remembering a numerical result, and because a frequency-entry mistake can make a calculator erase the very differences the choices are testing.

2025 11B · PDF p. 21: Retuned geometric model

May location: 5A · Math, Module 1, Q18 · current PDF p. 72.

November 2025 11B uses center (7, 5) and radius-squared 9; the May versions use centers (5, 6) or (2, 6), with constants 4 or 9. All ask for a concentric circle with twice the radius. The center remains fixed and the right-hand constant is multiplied by four. Thus the November model becomes 36, while 5A becomes 16 and 5B becomes 36. Identical final constants in two forms do not mean identical circles. The useful comparison is between the roles of the parameters: coordinate shifts encode location, while the isolated constant encodes squared distance.

2025 11A · PDF p. 31: Same modeling family

May location: 5A · Math, Module 1, Q8 · current PDF p. 62.

November 2025 11A also uses gardeners, seeds planted, seeds germinated, and a fitted line. The useful continuity is the interpretation of slope as predicted change in germinated seeds per additional planted seeds. Check the current line’s rise and run instead of importing an old numerical estimate. In May 5A, a slope near 0.7 becomes 70 per 100, whereas 350 is a vertical reading at about 500 planted seeds. The comparison helps separate coordinate, intercept, and rate errors. It also reminds students to describe an estimated association, not a guarantee for each individual gardener.

2025 10H · PDF p. 15: Changed claim, changed evidence requirement

May location: 5B · Reading & Writing, Module 1, Q14 · current PDF p. 14.

October 2025 10H asks whether climate makes irrigation necessary in some California regions more than others; May asks whether climate helped drive innovation in techniques. A quotation contrasting humid and arid regions addresses the older necessity claim. May instead needs scarcity leading to a water-saving development, supplied by the sprinkler-system quotation. Reservoir names and dates are background, while the logical target has changed. This is a particularly instructive pair: the same topic and plausible historical quotations can support different answers. Before choosing, underline the operative claim word—necessity or innovation—and identify the causal or comparative relationship it requires.

2025 5F · PDF p. 5: Same historical topic, different claim

May location: 5H · Reading & Writing, Module 1, Q18 · current PDF p. 18.

May 2025 5F asks for evidence that modern southwestern irrigation methods have an older lineage, using Lake Hemet as background. Current May 2026 asks whether climate helped drive innovation, using Dodge Reservoir. A quotation about the Hohokam engineering tradition addresses lineage; a quotation about water scarcity inspiring sprinklers addresses innovation. Neither answer should be chosen just because it sounds historical. This pair is especially useful after the October 2025 necessity version: the three targets—lineage, regional need, and innovation—require three different relationships from otherwise overlapping subject matter.

2025 5E · PDF p. 5: Retuned table evidence

May location: 5C · Reading & Writing, Module 2, Q11 · current PDF p. 39.

The May 2025 5E archive uses Dalmatian pelican and Andean condor as flying examples, alongside lesser rhea and northern cassowary. The 2026 table instead makes the mute swan the accurate heavy flying example among the choices. The solution process survives the changed species: restrict the set to birds marked capable of flight, then find a true mass statement exceeding the typical one-kilogram scale. Choosing the heaviest row without checking flight status fails in either version. This pair is useful for practicing a conjunction of conditions, rather than memorizing the name of the bird that happened to be correct last year.

2025 9J · PDF p. 107: Same topic, different graph and denominator

May location: 5C · Reading & Writing, Module 2, Q13 · current PDF p. 41.

The September 2025 bank’s item 65 displays penalty shares by reason across 2003–2005. May 5C instead places filing shares beside penalty shares for 2005. The subject matter repeats, but the axes and denominators change, so an answer about a multi-year trend cannot be transferred. In the May graph, distinguish the fraction of filings from the fraction of all penalties before evaluating an average or a sum. The safe common method is to identify population, year, measure, and denominator. This pairing is useful precisely because visual familiarity can conceal a change in what each bar actually measures.

2025 12F · PDF p. 137: Moved blank reverses the local task

May location: 5C · Reading & Writing, Module 1, Q22 · current PDF p. 22.

The December 2025 collection’s Modernista passage places its blank before a concession about Sagrada Família, followed by an explicit “Still.” May 5C uses Casa Batlló, provides “Granted” before the concession, and asks for the connective that returns to the central point about natural influences. The argument has the same three-part shape, but the blank occupies a different turn. May therefore needs “Still.” Draw the sequence claim → concession → return and mark the blank’s location. This is a stronger drill than simply memorizing a synonym for contrast because it forces the connector to match the current argumentative step.

2025 12D · PDF p. 7: Description becomes evidence evaluation

May location: 5F · Reading & Writing, Module 1, Q13 · current PDF p. 13.

December 2025 12D asks about the distinction between European-descended dogo argentino and precolonial Xoloitzcuintli ancestry. May develops the ancestry theme into a support question about the Carolina dog. The older question can be solved by reporting the geographic distinction already stated; the current one requires predicting a genetic pattern that would support a proposed origin. Look for East Asian markers absent in Europe, while excluding evidence that can be explained by recent imports. This is a meaningful increase in inferential work, even though the subject matter is familiar. It is not evidence that the entire May form is harder.

2025 9F · PDF p. 32: Repeated nested-punctuation structure

May location: 5E · Reading & Writing, Module 2, Q20 · current PDF p. 48.

September 2025 9F preserves the owl-carving passage and the nested “because of its…” interruption. May retains the same syntactic requirement while shuffling choice positions in some files. The inner comma pair must close before “could,” even though an outer dash occurs earlier. A student who remembers “the owl question takes a dash” has remembered a visual feature rather than the grammatical role. Compare the stripped sentence in both versions and mark each punctuation level. The earlier PDF page also contains another item, so the owl passage title is a safer locator than treating the parser’s numbering as an official question sequence.

2025 8G · PDF p. 36: Retuned transition example

May location: 5E · Reading & Writing, Module 1, Q22 · current PDF p. 22.

August 2025 bank item 610 gives London Array at 630 MW before Hornsea Project One at 1,218 MW. May substitutes Beatrice at 588 MW. The new name and number leave the discourse relation intact: one farm is compared with another. No calculation is needed to establish that this is neither an example of the first farm nor a consequence of it. Explain what would have to change for “As a result” to become appropriate—a causal claim linking the propositions, not merely a larger second number. That counterfactual tests why the transition works rather than whether its phrase looks familiar.

2025 10G · PDF p. 53: Same research family, new grammatical demand

May location: 5F · Reading & Writing, Module 1, Q17 · current PDF p. 17.

October 2025 10G describes gallic acid in oyster mushrooms and asks for a transition explaining its action against free radicals. May 5F uses termite mushrooms and asks for parallel verbs in “to prevent and treat.” The biological mechanism is related, but the solution moves from discourse relation to sentence construction. Identify the current question type before deciding which parts of the passage deserve attention. Here the shared infinitive and object determine the answer, and the scientific names can be temporarily removed. This pairing is a reminder that reading more background is not always the most efficient route to a grammar answer.

Section analysis across the May collection

Reading & Writing: the central challenge is preserving a relationship

Across the selected English families, the decisive mistakes are often small shifts rather than failures to understand the subject. Irrigation evidence can drift from innovation to necessity. A dog-ancestry finding can drift from ancient lineage to recent importation. A main-purpose answer can summarize the opening research finding while omitting the conservation application. A graph answer can retain the topic but change the denominator or year. Train those distinctions explicitly: identify the population, time frame, variable, and relationship in the claim, then check which one a tempting distractor changes.

The grammar and transition questions require a different reduction. For a long subject, remove its modifiers and locate the finite verb. For nested punctuation, identify which interruption is being closed. For a connective, name the relation between the propositions immediately around the blank. These reductions should save time without discarding the condition that determines the answer. A student who treats every difficult-looking scientific passage as a reading-comprehension problem may spend unnecessary time on content when the actual task is parallel verb forms.

Math: distinguish representation errors from calculation errors

Only 5A and 5B provide Math in this month’s supplied files. Their sampled families show three different translation demands: a fitted line becomes a rate with two units; a radius change becomes a squared-constant change; a frequency table becomes a comparison of spread. If the student calculates accurately but identifies the wrong quantity, more arithmetic practice will not resolve the problem. Require a verbal interpretation before calculating. Conversely, if the interpretation is right but a weighted sum is wrong, target frequency arithmetic or checking habits.

Efficient methods depend on conditions. Comparing total squared deviations works for the duck choices because their means and counts match. Leaving the circle’s center unchanged works because the prompt explicitly says the centers are the same. The goal is not to collect shortcuts without their assumptions. On a retest, deliberately change one condition and ask whether the method still applies. That exercise reveals the boundary between structural understanding and a memorized procedure.

A study order that avoids wasting the repeated material

1. Choose an initial file by your need. Use 5A or 5B for both subjects with separate answer checking; use 5C or 5F for keyed English practice. Record prior exposure to any shared passages.
2. Review by error mechanism. Separate unsupported claim, wrong graph comparison, lost grammatical structure, mistaken geometric parameter, and arithmetic slip. Write a correction that names the exact failure.
3. Use one sibling as a transfer drill. Move between the 5A/5B circle or duck variants, or the 5C/5F gastronomy variants. Recompute or restate the answer before consulting its letter.
4. Move into the older comparisons. Choose examples where the target changes, such as irrigation or the Modernista blank. These are stronger transfer checks than an unchanged passage.
5. Reserve near duplicates for explanation. Use 5E/5G after a delay, and keep 5D’s missing paragraph and 5H’s duplicate/absent items outside strict scoring. Finish with unfamiliar, complete material for a fresh diagnostic.

A productive final review is short and specific: choose one literary item, one scientific inference, one evidence question, one grammar construction, and one quantitative representation. Explain why the correct answer satisfies the task and why the strongest distractor does not. If that explanation depends only on a remembered letter, return to the question’s conditions. The May collection offers enough variation to practice this distinction repeatedly, provided the shared content and source limitations are kept visible.

Every Digital SAT Paper in Our Archive

Our archived files are grouped below by their supplied labels; regional labels and dates describe the archive, rather than independent authentication of an administration.

2023

• March 2023 (3A) · May 2023 (5A) · June 2023 (6A, Easy & Hard) · October 2023 (10A) · November 2023 (11A) · December 2023 (12A–12D)

2024

• March 2024 (3A–3D) · May 2024 (5A–5D) · June 2024 (6A–6E) · August 2024 (8A–8I) · October 2024 (10A–10G) · November 2024 (11A–11F) · December 2024 (12A–12H)

2025

• March 2025 (3A–3H) · May 2025 (5A–5F) · June 2025 (6A–6E) · August 2025 (8A–8F + 8G Question Bank) · September 2025 (9A–9I + 9J Question Bank) · October 2025 (10A–10H, 10I/10J School Day, 10K Question Bank) · November 2025 (11A–11G) · December 2025 (12A Math only, 12B English only, 12C, 12D, 12E, 12F Question Bank)

2026

• March 2026 (3A Question Bank, 3B, 3C US, 3D US English only) · May 2026 (5A, 5B, 5C–5H English only) · June 2026 (6A–6D, 6E Math only, 6F/6G English only, 6H Question Bank, 6I–6K) · August 2026 (8A–8D International, 8E collection labeled “4Sets”, 8F/8G US, 8H International Question Bank) · September 2026 (9A–9C International, 9D–9H US, 9I International Question Bank) · October 2026 (10A–10D International, 10E International English only, 10F–10I US, 10J International Question Bank, 10K US Question Bank; School Day files labeled October 8, October 13 sets 1/2, October 14, October 17 sets 1/2).

Continue with the full papers

Get the Digital SAT papers and available answer keys and use the individual May breakdowns to follow each worked solution and source check.

Keywords: May 2026 SAT, Digital SAT QAS, DSAT 5A 5B 5C 5D 5E 5F 5G 5H, Reading and Writing analysis, SAT Math, past-test comparisons.

SAT is a registered trademark of the College Board. AllSatPapers is not affiliated with or endorsed by the College Board. This guide analyzes the supplied archive; selected checks do not certify every key or independently establish official provenance.