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Simple Drawings and Figures Flashcards

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

Read the first 7 Simple Drawings and Figures flashcards as text
  1. A figure shows a star with one point aimed directly upward. After two successive 90° clockwise rotations, where does that point aim?

    Answer: Down

    Two 90° clockwise rotations total 180°, sending the top point directly downward.

  2. Which transformation changes the size of a figure?

    Answer: Dilation

    Dilation scales a figure by a factor, enlarging or reducing it, while the other three are rigid motions that preserve size.

  3. A right-pointing arrow is reflected across a horizontal axis. The result is:

    Answer: A right-pointing arrow (unchanged)

    Reflecting a horizontal arrow across a horizontal axis flips it top-to-bottom but leaves its left-right direction unchanged.

  4. A simple closed figure has 0 lines of symmetry and rotational symmetry of order 1 only. This describes a:

    Answer: Scalene triangle

    A scalene triangle has no equal sides, no lines of symmetry, and only trivial (360°) rotational symmetry.

  5. When comparing a target figure to answer choices on the SIFT, one choice appears to be the target flipped, not rotated. You should:

    Answer: Eliminate it, because it is a reflection and not a rotation

    On the SIFT Simple Drawings subtest, reflections (mirror images) are distractors—only the correctly rotated figure is the right answer.

  6. A figure consists of a circle with a single dot in the upper-left quadrant. After a 270° clockwise rotation, the dot is in the:

    Answer: Upper-right quadrant

    270° clockwise equals 90° counter-clockwise, moving the dot from upper-left to upper-right.

  7. Two figures are congruent if and only if one can be mapped to the other by:

    Answer: A rigid motion (translation, rotation, or reflection)

    Congruence is defined by the existence of a rigid motion (isometry) mapping one figure exactly onto the other.