Arrange the following words in a logical sequence. 1. Mosquito 2. Cat 3.…

2025202420252023

Arrange the following words in a logical sequence.

1. Mosquito

2. Cat

3. Lizard

4. Cow

5. Elephant

Answer: D. 1, 3, 2, 4, 5Concept: A "logical sequence" item asks you to place a set of items along ONE governing attribute, chosen so that a single consistent direction (increasing or…

  1. A.

    2, 4, 3, 5, 1

  2. B.

    1, 3, 2, 5, 4

  3. C.

    3, 2, 1, 4, 5

  4. D.

    1, 3, 2, 4, 5

Attempted by 330 students.

Show answer & explanation

Correct answer: D

Concept: A "logical sequence" item asks you to place a set of items along ONE governing attribute, chosen so that a single consistent direction (increasing or decreasing) holds between every pair of neighbours in the final order. Here, the governing attribute is physical body size, spanning an insect, a reptile, and three mammals of very different scales.

  1. Identify the governing attribute being tested: the relative body size of the five living things named in the stem.

  2. Rank each item by its typical, everyday-observed size, not an atypical outlier of that category: Mosquito (a few millimetres) is by far the smallest; a common house/garden Lizard is clearly bigger than a mosquito but still well below a domestic cat; Cat sits above the lizard but well below the farm/wild mammals; Cow is a large farm mammal, clearly bigger than a cat; Elephant is the largest land animal among the five.

  3. Map that size ranking onto the item numbers given in the stem: Mosquito = 1 (smallest), Lizard = 3, Cat = 2, Cow = 4, Elephant = 5 (largest).

  4. Write the item numbers out in that rank order to get the final sequence.

Cross-check: Confirm the sequence holds pairwise for every neighbour — insect-to-reptile, reptile-to-small-mammal, small-mammal-to-large-mammal, and large-mammal-to-largest-mammal — using ordinary, representative sizes for each species (not an exceptional variety such as a Komodo dragon, which the stem does not specify). None of the other three candidate orderings hold this relation across every neighbouring pair; each breaks the size direction at some point.

Sequence: 1, 3, 2, 4, 5

Explore the full course: Amcat Preparation

Loading lesson…