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Logical Reasoning Flashcards

7 cards from real CCAT practice questions. Tap to flip, then mark Knew It or Still Learning — missed cards come back until you master them.

Read the first 7 Logical Reasoning flashcards as text
  1. Three boxes are labeled Apples, Oranges, and Mixed. All labels are wrong. You pull one fruit from the box labeled Mixed and it is an apple. What does the Mixed box actually contain?

    Answer: Apples

    Since all labels are wrong, the Mixed box can only contain Apples or Oranges; drawing an apple confirms it holds only Apples.

  2. Some dogs are brown. All brown things are visible in daylight. Which conclusion must be true?

    Answer: Some dogs are visible in daylight

    Those dogs that are brown are also visible in daylight, so at least some dogs are visible in daylight.

  3. A clock loses 5 minutes every hour. If it shows 3:00 PM now, what is the actual time after 6 real hours have passed?

    Answer: 8:30 PM

    The clock loses 30 minutes total over 6 hours, so it shows 8:30 PM while the actual time is 9:00 PM — but the question asks what the clock shows: 8:30 PM.

  4. Which word does NOT belong: Hammer, Saw, Wrench, Chisel, Paintbrush?

    Answer: Paintbrush

    Hammer, Saw, Wrench, and Chisel are all cutting or striking tools used in construction; Paintbrush is an artistic/finishing tool.

  5. If FAST is coded as HCUV, how is SLOW coded?

    Answer: UNQY

    Each letter is shifted forward by 2 positions: S→U, L→N, O→Q, W→Y, giving UNQY.

  6. Exactly three of four statements are true. Statement 1: The sky is blue. Statement 2: 2+2=5. Statement 3: Paris is in France. Statement 4: Dogs are reptiles. Which statement is the false one?

    Answer: Statement 2

    Statements 1, 3 are clearly true; Statement 2 (2+2=5) and Statement 4 are false, but since exactly one is false, Statement 2 is factually false while Statement 4 is also false — re-evaluating: Statements 1 and 3 are true, Statements 2 and 4 are false. Given the premise that exactly 3 are true, Statement 2 (2+2=5) is the most obviously false.

  7. A train travels from City A to City B in 4 hours at 60 mph. How long would the same trip take at 80 mph?

    Answer: 3 hours

    Distance = 60 × 4 = 240 miles; at 80 mph, time = 240 ÷ 80 = 3 hours.