Embedded Figures — Finding the Hidden Shape

Embedded Figures — chhupi hui shape dhoondhna

title

Embedded Figures — Finding the Hidden Shape

  • Embedded & Counting Figures
  • Embedded Figures — Finding the Hidden Shape
नमस्ते दोस्तों! MeraExam में आपका स्वागत है। आज का topic है — Embedded Figures — chhupi hui shape dhoondhna। मैं promise करती हूँ, आज के बाद ये topic आपको आसान लगेगा। शुरू करें?
Scene 1/12
Learning Objective

Locate a simple target figure hidden inside a complex figure using systematic edge-tracing.

🎯 Learning Objective

Locate a simple target figure hidden inside a complex figure using systematic edge-tracing.

💡 Concept

  • In standard embedded-figure questions the hidden shape sits at the SAME size and SAME orientation — it is never rotated or flipped
  • Step 1: study the target — count its sides, corners and note its most unusual feature (sharpest angle, longest line)
  • Step 2: scan the complex figure only for that unusual feature — it narrows the search instantly
  • Step 3: from that feature, trace the target's edges one by one; every side must already exist as a drawn line
  • One missing or extra bend while tracing = wrong region; move to the next candidate

✏️ Easy Example

Q. Target: the letter V. Complex figure: the letter W. Is the target embedded, and how many times?

  1. W is two V shapes joined side by side
  2. Trace left half of W → one complete V; right half → another

Answer: Yes — V is embedded twice in W

🇮🇳 Real-Life Example

Spotting your friend's face in a crowded group photo — you search for one unusual feature (his red cap) first, not the whole face everywhere.

📝 Exam-Level Example

Q. Target: a plus (+) shape. Complex figure: a hash (#) made of two horizontal and two vertical lines. How many + shapes are embedded?

  1. Each crossing of a horizontal and a vertical line forms a +
  2. 2 horizontal × 2 vertical lines = 4 crossing points

Answer: 4

📝 Exam-Level Example

Q. Target: a triangle. Complex figure: a square with both diagonals drawn. Is a triangle embedded?

  1. Diagonals cut the square into 4 parts
  2. Each part is a triangle with the centre as one corner

Answer: Yes — 4 triangles (one per side of the square)

🪄 Memory Trick

Anchor on the target's rarest feature. A shape with one odd slanted line? Search only slanted lines in the complex figure — 90% of the figure gets eliminated without tracing.

⚠️ Common Mistakes

  • ❌ Mentally rotating or flipping the target — in these questions orientation always stays the same
  • ❌ Accepting a region where one side of the target is only PARTLY drawn — every edge must exist fully
  • ❌ Starting the trace from a common feature instead of the rarest one, wasting time

🏆 Exam Tips

  • ✅ Count the target's corners before scanning — a 5-corner shape can never hide in a 4-corner region
  • ✅ Trace with your pen tip on the paper edge by edge; eyes alone slip between lines

📌 Summary

  • Hidden shape keeps same size and orientation
  • Anchor on the target's most unusual feature
  • Trace every edge — all must exist as drawn lines
  • Corner count mismatch = instant rejection