1.2 Test-Taking and Time-Management Strategies

1.2 Test-Taking and Time-Management Strategies

Quick Summary: On a reported 125-item academic test in 90 minutes you get roughly 43 seconds per question. That budget, not subject knowledge, is what most candidates actually run out of. This section builds a pacing plan, then gives concrete tactics for reading, calculator-free arithmetic, abstract reasoning and guessing — with an honest line drawn around the exam rules Adamson does not publish.

The Pacing Arithmetic

Start from the number that matters:

$$\frac{90 \text{ minutes} \times 60}{125 \text{ items}} = \frac{5{,}400 \text{ s}}{125} \approx 43 \text{ seconds per item}$$

Forty-three seconds is not much. It is enough to read a grammar item and answer it, and nowhere near enough to work a multi-step word problem from scratch. The plan below is a self-imposed budget built on candidate-reported figures, not an official allocation. Adamson publishes neither an item count nor per-section time limits, and the reported numbers come largely from the paper-test era, so treat the table as pacing practice rather than a forecast. The habit it builds — noticing when one item has taken too long — transfers whatever the real counts turn out to be.

The Aptitude Test is reported as separately timed and taken before the academic portion. Once its time expires you cannot return to it, so finish it cleanly rather than saving items for later.

The Two-Pass Method

Because AdUCET is computer-based, you can move between items on screen and most testing interfaces let you flag one for review. Use that:

1. First pass (about the first two-thirds of your budget). Answer everything you can resolve inside a minute. The moment an item stalls you past roughly 45 seconds, put down your best current guess, flag it, and move on. Always leave an answer selected — flagging is a bookmark, not a placeholder.
2. Second pass. Return to flagged items. You will find that several now look obvious, because the pressure of a blank screen is gone and neighbouring questions have reminded you of the relevant rule.

The cardinal sin is spending four minutes on one hard trigonometry item and thereby never seeing the last six science items, which might have been free.

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Reading Under a Clock

The English sub-test is the reported time sink: it is passage-heavy, and candidates repeatedly describe finishing it with only about 45 minutes left for Mathematics and Science.

Read the questions first. Before touching the passage, skim the stems attached to it and note:

• Keywords — names, dates, technical terms, or a specific paragraph reference.
• Question type — literal detail, vocabulary-in-context, inference, main idea, or tone. Each is answered by a different reading behaviour.
• How many questions the passage carries. A passage with five questions deserves more of your budget than one with two.

Then read the passage once, actively, hunting for the flagged items. For main idea questions, the thesis usually sits in the first two sentences or in the concluding sentence. For vocabulary in context, read one sentence before and one after the target word and look for contrast signals (however, despite, whereas) or restatement signals (that is, in other words).

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Calculator-Free Arithmetic

Adamson does not publish a calculator policy for AdUCET. The safe assumption is the strict one: prepare to work without one. If a calculator turns out to be permitted you have lost nothing, whereas the reverse mistake is fatal.

Estimate Before You Compute

Most multiple-choice options are far enough apart that an estimate settles the item:

$$49.8 \times 20.3 \approx 50 \times 20 = 1{,}000$$

If the options are 620, 1,011, 1,450 and 2,020, you are done in four seconds without a single long multiplication.

Back-Solve From the Options

For "find the value of x" word problems, test the given options instead of building an equation. Start with the middle values — if a value is too small, you have also eliminated everything below it. This often beats setting up and solving a system.

Memorise the Patterns That Buy Seconds

• $(a+b)^2 = a^2 + 2ab + b^2$ and $a^2 - b^2 = (a-b)(a+b)$
• Pythagorean triples: 3-4-5, 5-12-13, 8-15-17, 7-24-25, and their multiples
• Fraction–percent equivalents: $\tfrac{1}{8} = 12.5\%$, $\tfrac{1}{6} \approx 16.7\%$, $\tfrac{3}{8} = 37.5\%$, $\tfrac{5}{8} = 62.5\%$
• Squares to 25 and cubes to 10

Adamson publishes no policy on scratch materials, so do not count on being handed paper. Rehearse holding one intermediate value in your head at a time, and if paper does turn out to be allowed, number your working to match the item number so the second pass can read it instead of redoing it.

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Working Abstract Reasoning Items

Aptitude items reward a checklist, not a stare. Inspect each figure sequence in a fixed order:

1. Rotation — is the figure turning, and by how much (45°, 90°, 180°)? Clockwise or counter-clockwise?
2. Count — are lines, sides, dots or internal shapes increasing, decreasing, or alternating?
3. Shading — how do fills cycle across the steps?
4. Reflection and symmetry — is anything flipping rather than turning?

Then eliminate rather than construct. It is faster to disprove three options than to draw the correct figure in your head. Cross out any option that violates even one rule and the survivor is your answer.

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Guessing Honestly

Adamson publishes no penalty for wrong answers. Since a blank is worth zero under every scheme — penalty or no penalty — and a guess is worth zero or more, never leave an item unanswered. Answer as you go rather than saving blanks for a final sweep you may not reach.

Be careful about one popular piece of advice. Choosing the same option position for all your blind guesses does not improve your expected score. With four options, each blind guess is worth 0.25 of an item whether you vary your choice or repeat one, because the correct positions are fixed before you arrive. The only thing that genuinely moves the odds is elimination: cutting one option lifts a guess from 25% to 33%, and cutting two lifts it to 50%. So spend your last seconds on an item ruling out an impossible or self-contradictory choice, not on choosing a lucky letter.