ASVAB Study Guide: AFQT Foundations and a 14-Day Plan
Practice selected ASVAB math and verbal foundations with worked examples, 12 original questions, 12 focused cards and a 14-day offline study plan.
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ASVAB: Study Guide & Free Lessons
Short lessons, worked examples, and practice that connects.
01
Orientation
02Understand the ASVAB, AFQT, CAT and career-exploration boundaries
The Armed Services Vocational Aptitude Battery, or ASVAB, includes verbal, mathematics, science/technical and spatial domains. AFQT is not a second entrance exam. It is a score derived from four ASVAB subtests: Arithmetic Reasoning, Mathematics Knowledge, Word Knowledge and Paragraph Comprehension. This guide selects foundations from those four areas; it does not teach the other science, electronics, auto/shop, mechanical or spatial content.
Arithmetic reasoning
03Translate a rate and honor whole-package constraints
Arithmetic Reasoning asks you to model a word problem, not just identify a convenient operation. Start by writing what the final answer measures. A number of fasteners, a number of packages and a number of completed kits are different quantities. A proportion is useful only when its units are arranged consistently; reversing one ratio changes the relationship.
Arithmetic reasoning
04Convert completion times before combining independent work
Two completion times cannot generally be added or averaged to find the time of simultaneous work. First express each worker or machine in the same output unit per time unit. The model must say that the outputs are independent, count toward the same total and do not duplicate one another. Without those assumptions, a combined-rate calculation may not describe the situation.
Arithmetic reasoning
05Keep the base visible through successive percentages
A percentage is attached to a base. OpenStax expresses a percent proportion as an amount compared with its base, equal to the percent compared with 100. In a two-stage problem, the first calculation may change the base of the second. Underline phrases such as discounted price, original price or remaining balance before choosing a formula.
Mathematics knowledge
06Distribute completely and keep both sides balanced
Mathematics Knowledge includes high-school mathematics principles. In this selected unit, an equation states that two expressions are equal. A valid solution process keeps them equal by applying equivalent operations to both sides. The distributive property also matters: a factor outside parentheses multiplies each term inside, including a term carrying a minus sign.
Mathematics knowledge
07Separate material area from boundary length and diagonal length
The first geometry decision is the requested quantity. Rectangle area is length times width and uses square units. Perimeter measures boundary length. A diagonal is a different length through the rectangle. Familiar dimensions can therefore generate several valid numbers, only one of which may answer the question.
Word knowledge
08Use the sentence to constrain a word meaning
Word Knowledge includes meanings presented in context and best synonyms. Treat the surrounding sentence as evidence. The IES context-clue resource suggests rereading the sentence and nearby text, generating a possible meaning and checking whether that meaning fits. The routine is especially useful when one familiar sense or emotional association is tempting but not supported.
Word knowledge
09Check the sense against the event and its conditions
A familiar spelling can carry more than one sense. Do not let the first definition you remember override the sentence. For instance, “The coordinator was reserved during the discussion, listening closely and offering only a few brief remarks” concerns a quiet or restrained manner. It does not mean that a coordinator was booked like a seat, even though reserved can appear in booking contexts.
Paragraph comprehension
10Read for the central claim before collecting details
Paragraph Comprehension concerns obtaining information from written passages. A main-point task asks which statement best covers what the paragraph is doing, not which statement repeats one true phrase. For this guide’s original passages, first identify the topic, then ask what the writer says about it. A proposal, a report of observations and a warning about limitations play different roles.
Paragraph comprehension
Follow a stated rule and resolve what a phrase refers to
An inference should follow from the passage rather than simply seem likely. Work with the actual condition given. In the editorial mini-example “Every form received after Tuesday goes on the waiting list; Ari’s form arrived on Wednesday,” the rule supports placing Ari’s form on the waiting list. It does not establish that every person already on the waiting list submitted late; another reason for waiting has not been excluded.
US English selected foundations in AR, MK, WK and PC. Not a complete battery course, official adaptive test, official score conversion, enlistment decision or military operations instruction. Science/technical/spatial gaps explicit; qualified educator review pending.
PLAN YOUR NEXT STEP
A clear route through the material
Follow the topics in order or use the prerequisites to choose a starting point. Read the worked example before focused practice, then use review cards to revisit the idea.
Continue your preparation
Scope: US English selected foundations in AR, MK, WK and PC. Not a complete battery course, official adaptive test, official score conversion, enlistment decision or military operations instruction. Science/technical/spatial gaps explicit; qualified educator review pending.
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