1.3 Rapid Elimination, Distractor Patterns, and Working Efficiently

1.3 Rapid Elimination, Distractor Patterns, and Working Efficiently

Wonderlic's instructions say that if you think you know the answer but are not sure, you should "mark your best choice and move on." Elimination turns that partial knowledge into a better best choice. You do not need to prove the right answer if you can quickly see why the others are wrong. This section covers how to eliminate quickly, the distractor patterns that recur in speeded reasoning items, and habits that save seconds without cutting corners.

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How Many Choices Are You Eliminating From?

Wonderlic's published sample cognitive questions show five answer choices: dates, analogy words, graphs, and numbers. Some classic formats have fewer. Word-comparison items offer similar / contradictory / neither, and syllogisms offer true / false / uncertain (or yes / no / uncertain). Know the format before you estimate your odds.

For a five-choice item where you have narrowed the field, your chance of picking the right answer rises as choices fall away:

Two points keep this honest. Wonderlic says blind guessing is not likely to improve your score, and the table does not change that. The point is to spend a few seconds removing choices you know are wrong on items you partly understand, not to fill answers at random. Elimination also saves time on items you can solve. Spotting two impossible answers first often makes the right one obvious.

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The Two-Pass Scan of the Choices

1. First pass (2–3 seconds): strike the impossible. Remove answers that are the wrong size, the wrong unit, the wrong part of speech, or outside the range the question allows. A sum of three positive numbers cannot be smaller than the largest of them. A cooperative work time cannot exceed the faster worker's solo time.
2. Second pass: test the survivors. Check the remaining two or three choices against one rule, such as the bridge sentence for an analogy, the unit digit for arithmetic, or a counterexample for a syllogism.

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Five Recurring Distractor Patterns

Distractors in speeded reasoning tests tend to follow a small number of patterns. Recognize them and you can discard them quickly:

    [ 1. Look-alikes ]        [ 2. Reversed relationships ]    [ 3. Topic lures ]
    ADAPT vs. ADOPT;          TOOL : USER offered as           Same subject area,
    1889 vs. 1898             USER : TOOL                      wrong relationship

              [ 4. Over-strong conclusions ]      [ 5. Partial calculations ]
              "always", "all" where the            An intermediate number
              premises only say "most"             instead of the final answer

1. Look-alikes

Under time pressure, readers recognize word shapes instead of letters. Distractors exploit this with near-identical spellings and digits:

• INGENIOUS (clever, inventive) vs. INGENUOUS (innocent, naive).
• ALLUSION (indirect reference) vs. ILLUSION (false perception).
• 1889 vs. 1898: the same digits in a different order, as in Wonderlic's earliest-date sample.

Rule: Before confirming a vocabulary or date answer, look once more at the middle letters or digits.

2. Reversed Relationships in Analogies

If the stem is SCALPEL : SURGEON (tool : person who uses it), the choice CARPENTER : HAMMER has the right idea in the wrong order. BRUSH : PAINTER keeps the order. Rule: State the stem as a sentence ("a scalpel is a tool used by a surgeon") and test each choice in the same order.

3. Topic Lures

A distractor can share the stem's subject without sharing its meaning. For ARID (dry), DESERT is a related noun, not a synonym. PARCHED is the synonym. Rule: Match the part of speech and the meaning, not the topic.

4. Over-Strong Conclusions in Logic Items

• Premise 1: Most nurses at the hospital work twelve-hour shifts.
• Premise 2: Sarah is a nurse at the hospital.
• Conclusion: Sarah works twelve-hour shifts.

"Most" does not guarantee anything about Sarah, so the conclusion is uncertain. Rule: Words like all, always, never, and none in a conclusion need equally strong premises (Section 6.2).

5. Partial Calculations in Word Problems

Problem: A $1,200 centrifuge is marked down 30%, then a $50 rebate is taken off the sale price. What is the final price?

• 30% of $1,200 = $360, the discount amount. This is a trap if it appears as a choice.
• $1,200 − $360 = $840, the sale price before the rebate. Also a trap.
• $840 − $50 = $790, the final price.

Rule: Before choosing, reread the last clause of the question to confirm which quantity it asks for.

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Reading Habits That Save Time Honestly

• Read the question line of a word problem first. Knowing whether it asks for "total hours," "change in dollars," or "percent" tells you which numbers matter.
• Mark the small words that flip answers. NOT, OPPOSITE, EXCEPT, EARLIEST, JUST BEFORE, FALSE. Missing one of these costs more than reading slowly.
• Read numbers exactly. Say "one-eight-eight-nine" rather than "eighteen-something." Most careless errors in date and comparison items come from skimming digits.
• Do not reread by habit. Reread only when a specific part is unclear.

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Warm-Up, Nerves, and Focus

• Warm up before test day, then use the built-in practice. Work a few mixed practice items beforehand to get into rhythm. On the day, the untimed practice questions at the start of the SLE are your warm-up. Use them to settle into each format.
• Expect the middle stretch to feel hard. The questions get harder as the test goes on, so feeling slower in the second half is normal. It is not a sign that you are failing. Keep applying your time cap.
• Use one slow breath when you notice panic. A single slow exhale between items takes a couple of seconds and helps you read the next question properly.

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Scratch Paper That Helps Instead of Hurts

Wonderlic's proctor script provides scratch paper, which is collected afterward. Messy scratch work leads to misread digits and lost calculations. A simple layout helps:

+------------------------------------+------------------------------------+
| QUESTIONS 1-12                     | QUESTIONS 13-25                    |
| (4) 18 x 4 = 72                    | (15) 45 / 3 = 15                   |
| (7) 3/8 + 1/4 = 5/8                | (18) 120 x 0.15 = 18               |
+------------------------------------+------------------------------------+
| QUESTIONS 26-37                    | QUESTIONS 38-50                    |
| (29) 80 x 0.75 = 60                | (41) 5 x 12 = 60                   |
| (33) 140 / 4 = 35                  | (44) 72 - 18 = 54                  |
+------------------------------------+------------------------------------+

1. Divide the sheet into four blocks as soon as you receive it, before the timer starts.
2. Write only the working numbers. Skip variable names and full equations. Write the question number in parentheses beside each calculation.
3. Cross out, don't erase. A single line through a mistake is faster than erasing.
4. Write digits clearly. Rushed 1s and 7s or 4s and 9s cause wrong answers even when the method was right.